Реиндустриализация

ИНДУСТРИАЛИЗАЦИЯТА КАТО ОСНОВА НА НОВ НАЦИОНАЛЕН ИКОНОМИЧЕСКИ И СОЦИАЛЕН МОДЕЛ"

МЕЖДУНАРОДЕН СИМПОЗИУМ

 

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<a href="https://www.youtube.com/watch?v=euQroPp42Oo" target="_blank"><img style="float: left; margin: 5px;" title="Част 1 - Откриване на симпозиума и презентация на ГСНВТИ" 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" alt="Откриване" width="255" height="146" /></a> На 29.09.2015г. в Пловдив, на международен симпозиум икономисти  представиха и разискваха конкретните пътища за стопанското развитие на водещи икономики в Азия и Европа. "Индустриализацията като основа на нов национален икономически и социален модел", беше темата на проведеният в Международен панаир  Пловдив симпозиум. На него бе представено и второто издание на "Бяла  книга за нова високотехнологична индустриализация 2015-2025.г." Нейното  второ издание като уикикнига   е задълбочен анализ на процесите в българската икономика през прехода, като са очертани силните и слаби страни на отделните икономически модели.   <a href="https://www.youtube.com/watch?v=uXmSyQTTMaA" target="_blank"><img style="margin: 5px; float: left;" title="Доклад на д-р ик. Петър Нейчев" 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" alt="Доклад на д-р ик. Петър Нейчев" width="251" height="162" /></a>   Българският преход продължава вече повече от четвърт век – уникален с разрушаването на съществуващата икономика, мъчителен поради лутането в търсене на оптималните решения и с висока социална цена. Интересни са моделите на Китай, Турция, Иран и Унгария, Гърция, коментира докторът по икономически науки инж. Петър Нейчев, председател на Гражданско сдружение за нова високотехнологична индустриализация. Г-н Нейчев каза още, че работата на икономистите е да правят именно такива модели, а не да се занимават с енергетика и земеделие. Той посочи Германия като пример за висок процент на индустрия, която повишава техния стандарт с 30 % .     <a href="https://www.youtube.com/watch?v=QHf2V9-WnNU" target="_blank"><img style="float: left;" title="Доклад на Икономическия и търговски съветник на Посолството на Китайската Народна Република в България Г-н Юан Кехуа" 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" alt="Доклад на Юан Кехуа, Икономически и търговски съветник на Посолството на Китай в България" width="260" height="165" /></a>       Доклад на тема д на тема „Индустриализацията на Китай и китайския икономически и социален  модел“ бе представен от Юан Кехуа, икономически и търговски съветник на Посолството на Китайската народна република в София.           <a href="https://www.youtube.com/watch?v=6QeQNnBkYKs" target="_blank"><img style="float: left;" title="Доклад на д-р ик. н. Йоаким Каламарис" 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" alt="Доклад на д-р ик. н. Йоаким Каламарис" width="260" height="165" /></a>      Д-р Йоаким Каламарис, представи доклад на тема „Особености на гръцката икономика“.       <a href="https://www.youtube.com/watch?v=9H1nZegHqqE" target="_blank"><img style="margin: 5px; float: left;" title="Доклад на д-р ик. Тоде Тодев" src="data:image/png;base64,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" alt="Доклад на д-р ик. Тоде Тодев" width="252" height="142" /></a>"Не може да се развива иновативна икономика без солидна индустриална база", коментира докторът по икономика Тоде Тодев. Според него България не може да живее само от чужди инвестиции и средства, безвъзмездно отпуснати от фондовете на ЕС. Индустриална политика означава оздравяване и ускорено развитие на българското производство. Днес задачата пред българския народ и политически лидери  е замяна на съществуващия, основан на преки и портфейлни чуждестранни инвестиции, помощи от бюджета на  Европейския съюз и финансирано  с кредити потребление с национален индустриален модел, формиране на национален индустриален и финансов капитал, висока спестовност и възвращаемост на инвестирания   капитал като  следствие на  ефективно  използване на факторите на производството.  Този модел следва да отговаря на принципите на едно стабилно, ориентирано към бъдещето развитие на обществото и стопанството е мнението на д-р Тоде Тодев.
Своята концепция за нов икономически модел на базата на  реиндустриализацията и факторите за възникването на кризи  изложи Иван Митев, бивш преподавател в колеж „Телематика“ – Стара Загора, и настоящ „разбивач на митове“ в традиционната икономика.   Следващият лектор икономистът, определящ себе си като визионер, Любомир Станков изложи своята теза като застъпник за прилагане на паралелна финансово-социална система за базов доход за стимулиране на бизнеса чрез контролирано потребление със страничен ефект, намаляване на сенчестата икономика.  Организатори на Симпозиума бяха финансова компания „Атлас Финанс“ АД, Гражданско сдружение за нова високотехнологична индустриализация и финансовата медия Financebg.com.

<a name="начало"></a>ПРОУЧВАНЕ

<a href="/w/%D0%A0%D0%B5%D0%B8%D0%BD%D0%B4%D1%83%D1%81%D1%82%D1%80%D0%B8%D0%B0%D0%BB%D0%B8%D0%B7%D0%B0%D1%86%D0%B8%D1%8F_%D0%BD%D0%B0_%D0%91%D1%8A%D0%BB%D0%B3%D0%B0%D1%80%D0%B8%D1%8F" target="_blank"> </a>

„Високотехнологична реиндустриализация на България 2014-2020 година”

 

СЪДЪРЖАНИЕ

<a href="#1">1.  Предговор</a>
<a href="#2">2.  Необходима ли е национална стратегия?</a>
<a href="#3">3.  Отраслова структура и интелигентен растеж. </a>
<a href="#4">4.  Добавена стойност и конкурентноспособност. </a>
<a href="#5">5.  Реформиране на системите за научно-изследователска дейност и иновации, за промени в секторната структура.</a>
<a href="#6">6.  Реиндустриализация на икономиката – повишаване на националната конкурентноспособност.</a>
<a href="#7">7.  Устойчив растеж на българската икономика.</a>
<a href="#8">8.  Реиндустриализация и постигането на индустриална развитост като мощен фактор за преодоляване на бедността и разликите в стандартите на  живот.</a>
<a href="#9">9.  Ключови цели и основни инициативи за стимулиране на индустриализацията. </a>
<a href="#10">10.Сектори във високотехнологичното индустриално развитие.</a>
<a href="#11">11.Силна рамка за управление на България.</a>
<a href="#12">12.За устойчив растеж, чрез устойчиви публични финанси.</a>
<a href="#13">13.Човешкият капитал на България. </a>
<a href="#14">14.Българският принос за „Европа 2020”.</a>
<a href="#15">15.Основна използвана литература.</a>
 

 

Обсъждайте! Предлагайте! Участвайте!

Тази чернова е за обсъждане от икономистите и лидерите с мнения и опит, за да се състави предпроектно проучване с цел формиране на стратегическа Концепция, която да се внесе в правителството и да се управлява като  проект

Редакционен съвет на електронно списание <a href="/wiki/%D0%A1%D0%BF%D0%B8%D1%81%D0%B0%D0%BD%D0%B8%D0%B5_%22%D0%A4%D0%B8%D0%BD%D0%B0%D0%BD%D1%81%D0%B8%22" target="_blank">„Финанси”</a>

Януари, 2014 г.

 

 

Да превърнем България във високоиндустриализирана държава

Инициативен обществен комитет за реиндустриализация на България

 

 

<a name="1"></a>1. Предговор  <a href="#начало">↑</a>

 През тази есен ще се навършат 25 години от началото на коренните преобразования в българското общество и стопанство. Първоначалните надежди и очаквания за по-добър живот отстъпиха място на разочарованието и отчаянието. Преходът от еднопартийна диктатура към свободно демократично общество и от централизирано планово стопанство към свободна пазарна икономика в България се оказа изключително труден и с висока социална цена. Българският народ е обезверен. Нацията е разединена, липсва така необходимото единство и сплотяващ елемент, които са необходими за предоляване на изпитанията на този исторически преломен момент, когато трябва да се заложат основите за бъдещето. Дори присъединяването на България към Европейския съюз не успя да върне надеждата за един свободен и достоен живот. Липсва идеята за възраждане на българския свободолюбив и трудолюбив дух. Липсват харизматични личности, които да поведат нацията и да й вдъхнат вяра в бъдещето. Липсва общонационален консенсус. Народът ни, българи, български турци, роми напускат страната с надежда за по-добър живот по света. Политическите теми се доминират от широко разпространената корупция, незаконните подслушвания на политическия противник, политическия рекет и политическото номадство.<a href="#_ftn1">[1]</a> Икономическите теми са свързани главно с решаването на проблеми свързани с бюджета и на второстепенни въпроси от икономическото развитие. На практика липсват импулси за радикално решаване на съществуващите проблеми. 

Проблемите в българското общество и стопанство са взаимосвързани и взаимнообусловени. Ние нямаме претенцията да предложим рецепта за тяхното решаване. Кой ли не предложи своите рецепти за изтеклите 25 години преход. Българският народ се нагледа и наслуша на съветите на самообявили се месии от страната и чужбина. Ние се дистанцираме от тях.

Ние имаме скромното желание да инициираме една общонационална дискусия по един въпрос, който ние считаме за един от ключовите за бъдещото развитие на България - нейната ускорена реиндустриализация и превръщането й във високоиндустриална държава. Не бихме са захванали с тази инициатива, ако не бяхме напълно убедени в това, че за тази общонационална задача са налице всички необходими условия. Членството на страната в Европейския съюз, това своеобразно присъствието на страната в „Клуба на богатите” е основание за самочувствие. Но то не може да реши проблемите на страната. Необходимо е българският народ, окрилен от идеи и воден от истински народни трибуни да се напрегне и започне превръщането на страната в място за достоен живот и изпълнен с творчество труд. Като че ли е настъпило времето, когато народът трябва да докаже истиността на поговорката „Помогни си сам, за да ти помогне и Бог!”

 От инициативния комитет за създаване на Гражданско движение за високотехнологична реиндустриализация в България

 

България се нуждае от свой собствен икономически модел

 Политиката, стопанството, обществото като цяло са изправени пред национални и глобални предизвикателства. Кризата на държавния дълг в Еврозоната показва, как един неконтролиран растеж на държавния дълг може да доведе до смущения във фукционирането на свободното пазарно стопанство, опиращо се на взаимно доверие и на договорни отношения между участниците в стопанския оборот и до акумулирането на значително социално напрежение, заплашващо социалния мир. Неблагоприятното демографско развитие в Европа, увеличаването на средната продължителност на живот заплашва финансирането на пенсионната система и подкопава основата на обществения договор между стари и млади. Промяната на климата показва, че природата не може безкрайно да се натоварва и че този процес има свои граници, прехвърлянето на които може да доведе не само до промяна на обкръжаващата среда, но и да застраши нашето благосъстояние.

Тези предизвикателства важат със значително по-голяма сила за България. За съжаление постигнатата през последните години финансова стабилност има изключително висока цена.<a href="#_ftn2">[2]</a> На практика икономиката беше доведена до състояние на застой, източниците на икономически растеж и разкриване на нови работни места бяха блокирани. Значително се влоши жизненото равнище на народа, съпътствано от задълбочаващо се социално разслоение, увеличаване на имиграцията,  обезлюдяване на цели райони, предимно в граничните, планинските и труднодостъпни местности и замиране на стопанството в тях.

На България е нужен собствен икономически модел. Този модел следва да отговаря на принците на едно стабилно, ориентирано към бъдещето развитие на обществото и стопанството. Българският икономически модел следва

• да способства за рязко намаляване на зависимостта на процеса на създаване на стойност от потреблението на материални и енергоресурси, за преобразуване на икономиката от материало- и енергоемка в наукоемка;
• да стимулира ускорената реиндустриализация на страната като най-важна предпоставка за техническото и технологическото превъоръжаване на стопанството;
• за да гарантира съхраняването на българската природа, наличните природни ресурси и националното културно наследство за бъдещите поколения;
• да способства за разгръщането на творческата енергия на народа, многообразието в мисленето и действията;
• да се стреми към икономическо развитие, съобразяващо се с изискванията за опазване на околната среда, икономическа целесъобразност и социален мир;
• да стимулира социалната, стопанската и техническата иновативност на народа;
• да допринесе за повишаването на равнището на научно-изследователската и развойна дейност в производството;
• да подкрепя общообразователната система и професионалното обучение, да подпомага утвърждаването на принципа на пожизненото образование като норма на живот;
• да способства за хармонично развитие на териториите, за продоляване на различията в качеството на живот между големите градове и отдалечените населени места;
• да подпомага развитието на икономическата самоинициатива на населението и формите на взаимопомощ, на многообразните видове  на кооперация и на бизнес-мрежи. 

 

Новият икономически модел следва да отчита специфичните особености на България:

• България е страна с насечен релеф, дребнопространствена териториална структура и голямо биотопно разнообразие, плодородна земя, богат горски фонд и значителни водни ресурси;
• Страната има излаз към Черно море и нейната северна граница е река Дунав, втората по дължина река в Европа и една от най-важните транспортни артерии на континента;
• България е страна, през която минават едни от най-важните комуникации както в Югоизточна Европа, така и между Европа и Азия с рязко повишаващ се човеко- и товаропоток и нарастващо натоварване на природната среда;
• България граничи със страни-членки на Европейския съюз както и намиращи се в една или друга степен на присъединяване, което дава възможности за разширяване на пазарите на българската икономика;
• Страната е бедна на материални и енергоресурси и потребността от тях се задоволява по пътя на вноса. Въпреки това българската икономика е материало- и енергоемка, което рязко намалява конкурентоспособността на отделните стоки и икономиката като цяло;
• България добива една значителна част от електроенергията чрез атомната централа в Козлодуй. Въпреки широката дискусия по въпроса за атомната енергетика в световен мащаб, преобладаващото мнение е, че тя си остана най-перспективното направление в съвременната енергетика. Освен това тя е един важен лост за техническо и технологично обновление на всяка икономика;
• България е туристическа страна с далеч неизчерпан потенциал;
• Въпреки безпрецедентната имиграционна вълна в историята на България, страната разполага с огромен хуманен капитал. Българският народ е много ученолюбив и инвестира приоритетно своите лични спестявания в образование.

 Икономически растеж и благосъстояние

Основна цел на всяко граждански отговорно правителство трябва да бъде повишаването на благосъстоянието на народа. Но икономическият растеж не може да бъде политическа цел. Той е по-скоро един индикатор за това, как се променя икономическата ситуация, материалното благосъстояние на народа, както и състоянието на фирмите. Той не отчита преразпределителните процеси в обществото и в стопанството, както и развитието на нематериалните аспекти на качеството на живот. Инономическият растеж може да облагодетелства само една незначителна част от населението и да води до влошаване на жизненото равнище на по-голямата му част. От друга страна, повишаването на дохода води до промяна в структурата на потребление и увеличаване на значението на свободното време за развитието на индивида, което от своя страна влияе забавящо на икономическия растеж. Практиката показва, че една краткосрочна политика на увеличаване на икономическия растеж може да нанесе труднопоносими загуби на стопанството и огромни вреди на природната среда.

Интерпретациите за значението на икономическия растеж за благосъстоянието на населението не са еднозначни. Преобладава обаче  мнението, че намаляването на икономическия растеж може да доведе до рязко увеличаване и изостряне на икономическите и социални проблеми в обществото. Не може да се пренебрегне фактът на силна корелация между икономическия растеж и благосъстоянието. Безспорно е, че повишаването на материалното благосъстояние позволява по-големи грижи за здравето и вследствие на това до повишаване на качеството на медицинското обслужване, което в крайна сметка води не само до намаляване на детската смъртност, но и до увеличаване на продължителността на живот. Икономическият растеж води до увеличаване на свободното време и по този начин до повишаването на благосъстоянието. Съвсем друг е въпросът, че между благосъстоянието и удовлетворението от водения начин на живот почтни не съществува някаква зависимост.  

Икономическият растеж не следва да бъде предимно резултат на увеличаващи се експорт и инвестиции, но и във все по-голяма степен от нарастващо потребление.

Голямото предизвикателство пред икономическия растеж в България е създаването на такива условия, че всеки работоспособен български гражданин да може участва в него и да ползва плодовете от това участие. Това изисква създаването на стабилни условия за равнопоставеност на хората. Трудът на всеки трябва да бъде възнаграден и това възнаграждение да има стумулиращ характер. При това следва да се утвърди и убеждението, че всяка работа е достойна и заслужава социално признание. Само по такъв начин може да се възроди пословичното трудолюбие на българина, довело до превръщането на една глуха турска провинция в сравнително модерна държава само за 60 години национален суверенитет от Освобождението до началото на Втората световна война. 

Преоткриване на ролята и значението на индустрията за стабилното развитие на обществото

Независимо, че през последните десетилетия относителният дял на индустрията в създаването на БВП намалява, тя си остава моторът на съвременната икономика. Това се дължи на факта, че тя в най-значителна степен способства за повишаването на производителността на труда, за развитието на научно-изследователската и развойна дейност и има мултиплициращ ефект върху всички други отрасли на икономиката.

За намаляването на относителния дял на индустрията в създаването на БВП за сметка на сектора на услугите има обективни причини. В основата на този процес е една дългосрочна тенденция в сферата на личното потребление. С увеличаването на личния доход се увеличава потреблението на услуги при едновременно намаляване на потреблението на произведени стоки. Тази тенденция е особено ярко изразена в развитите страни. Освен това поради местния си характер, услугите не са подложени на остра конкуренция, какъвто е случаят с индустрията. Също така се наблюдава и слаба еластичност между потреблението на услуги и техните цени (повишаването на цените на услугите не води автоматично и в значителен размер до  намаляване на потреблението в сферата на здравеопазването, образованието и правните услуги; същото важи и за услугите, ползвани от фирмите във връзка с информационното обслужване, счетоводството, одита, юридическите услуги, други професионални бизнес-услуги). Това дава възможност на сектора на услугите да поддържа сравнително високи цени и възвращаемост на инвестирания капитал. За увеличаването на относителния дял на сектора на услугите в създаването на БВП способства и специализацията в индустрията, която ускорява и процесите на аутсорсинг (outsourcing) на услуги.

Индустрията е много мобилна и може лесно да бъде премествана в зависимост от икономическата изгода, която може да й продостави една по-благоприятна от гледна точка на цената на факторите на производството и данъчното облагане околна среда.

Проблемът в Европа е, че мобилността на индустрията достигна такова ниво, което по същество застрашава цялата икономическа структура и дава достатъчно основания да се говори за „деиндустриализация” на континента.   

Финансовата и последвалата я икономическа криза доведоха до преосмисляне на ролята на индустрията и нейното значение за икономическия растеж, експорта, иновациите, заетостта и благосъстоянието. Тя е силен стимул за разработването на нова индустриална политика.

Прави впечатление, че страните с по-висок относителен дял на индустрията в създаването на БВП бяха засегнати по-слабо от кризата в сравнение със страните с по-нисък дял (единственото по-ярко изключение е Италия като втора след Германия с най-силно развита индустрия европейска страна, чието индустриално производство се съкрати почти с една четвърт от началото на кризата).

Относителният дял на индустрията в създаването на БВП в Европейския съюз е, както вече беше посочено 15.2%, номиналният обем на новосъздадената стойност през 2012 г. възлиза на 1.757 млрд. евро. Тя обхваща около 2.13 млн. производствени единици. Европейската индустрия създава 80% от експорта. Тя привлича около 80% от средствата от частни източници за научни изследвания и развойна дейност.

Относителният дял на първите пет най-големи икономики (Германия, Италия, Франция, Великобритания и Испания) в обема на индустрията на страните от Европейския съюз възлиза на 70%. Полша, Литва, Унгария и Германия са страните с нарастващ относителен дял на индустрията в създаването на БВП сред 27 страни-членки на Европейския съюз за периода 2000 – 2012 г. 

Индустрията е носител на икономическия растеж, защото има огромно значение във веригата на създаването на стойността. Последните три десетилетия обаче се характеризират с преместване на производствените мощности от развитите страни в страните от Азия и тихоокеанския регион, което на практика доведе до силна деиндустриализация в САЩ и Европа. Макар че става дума преди всичко за материало-, енерго- и трудоемки сектори на индустрията и въпреки засилването на ролята на наукоемките сектори в развитите страни, процесът на деиндустриализация протича с висока скорост. В страните от Югоизточна Азия относителният дял на индустрията в създаването на БВП е над 25%, докато в страните-членки на Европейския съюз този дял е само 15.2%.

В тесния смисъл на думата под „индустрия” се разбира производството на стоки. В широк смисъл тя включва и производствено ориентираната част от сектора на услугите.

Традиционното понятие на индустрията включва:

• висока степен на механизация и автоматизация;
• значителни инвестиции в основни средства;
• задълбочено разделение на труда;
• масов характер на произвежданите стоки;
• висока материало- и енергоемкост.

 

Модерното понятие на индустрията включва:

• висока професионална квалификация на заетите;
• развита научно-изследователска и развойна дейност като източник на иновации и стержен на производствения процес;
• значителни инвестиции в развитието на нови технически решения и нови технологии с цел намаляване на инвестициите в основни средства;
• използуването на възможностите на интернационализацията и глобализацията за оптимизиране на предимствата от разделението на труда;
  • мултипликационен ефект по отношение на други сектори на икономиката;
  • отрасли с по-висока принадена стойност.

Между индустрията и сектора на услугите съществуват тесни взаимозависимости. В индустрията се забелязва тенденция на силна ориентация към потребителя в резултат на индивидуализиране на търсенето, което в крайна сметка води до предлагането на все нови и все по-комплексни и индивидуални продукти. Индустриалните стоки съдържат все по-голям относителен дял на услуги. Обособяването на тези услуги извън производството води до разширяване на сектора на услугите. Едновременно с реализацията на продуктите се продават все повече съпътстващи услуги, което на практика означава удължаване на веригата на създаване на стойността. По такъв начин възникват производствени единици, които имат хибриден характер.

Преосмислянето на ролята на индустрията за социално-икономическото  развитие в развитите страни през последните години даде повод на много икономисти да заговорят за „трета индустриална революция”. В центъра на тази революция са новите информационни и комуникационни технологии, интернета, новите технологии във връзка с енергодобива от възобновяеми източници. По същество става дума за възникването на наукоемка индустрия с висока степен на иновативност.  По същество „третата индустриализация” води до рязко отраничаване на зависимостта на икономическия растеж от потреблението на суровини и енергия.

 

През октомври 2012 г. Европейската комисия публикува обновено съобщение във връзка с разработването на концепции за укрепване на индустриалната база в Европа. В тяхната основа е залегнала стратегията за възраждане на индустрията за целите на стабилен икономически растеж (Renaissance of Industry for a Sustainable Europe - RISE), насърчаваща технологичните, стопанските, финансовите, екологичните и социалните иновации с цел трета индустриална революция, включително стратегия за ефективност, която води до повторна индустриализация на Европа. Тази стратегия е част от стратегията за екологично социално пазарно стопанство със стабилен растеж в рамките на Европейския съюз.

Стратегията RISE трябва да бъде интегрирана в екологична и социална пазарна икономика в съответствие с принципите на предприемачеството, лоялната конкуренция, дългосрочната цел за вътрешно поемане на външните фактори, добрите финансови политики и вземащи предвид околната среда икономически рамкови правила.

Комисията за индустрия, научни изследвания и енергетика на Европейския парламент обсъжда вече от няколко месеца приемането на Пакт за реиндустриализация на Европа, който следва да бъде приет от държавите-членки на ЕС преди провеждането на изборите на Европeйски парламент през май 2014. (Това обяснява появяването на думата „реиндустриализация” във вокабулара на представители на политическия елит в България през последните месеци.) 

Европа осъзнава все по-ясно, че акцентирането върху преструктурирането на енергийната система в съответствие с критериите за поносимост от гледна точка съхраняването на природната среда през последните години е довело до систематично подценяване на индустриалната политика, която в крайна сметка е от решаващо значение за икономическото развитие и за развитието на благосъстоянието на населението.

Целта на Пакта е разработването и провеждането на единна индустриална политика от гледна точка на Европейската икономическа общност, а не от гледна точка на интересите на отделните страни-членки на ЕС. Именно затова е необходимо да се разработи национална стратегия за реиндустриализация на България, която, от една страна, да бъде в унисон с европейската концепция, и от друга страна, да отчита специфичните особености на страната.

Европeйският комисар по въпросите на индустрията Antonio Tajani e автор на предложението за увеличаване на дела на индустрията в създаването на брутния вътрешен продукт (БВП) в рамките на ЕС от 15,5% до 20% до края на 2020.

От 2000 г. насам намалява относителният дял на индустрията в Европа в създаването на брутната стойност. Единственото изключение е Германия, където този дял е константен. Също така се наблюдават значителни различия между отделните страни. Докато този относителен дял в Чехия е 24.7%, Ирландия 23.3%, Унгария 22.7% и Германия 22.7%, то във Гърция, Франция и Великобритания е под 10%. 

Намаляването на относителния дял на индустрията е не само следствие на увеличаване на относителния дял на сектора на услугите, но и резултат на влошаването на конкурентоспосособността. Това се дължи не само на едно неблагоприятно развитие на ценовите компоненти (изпреварващо нарастване на работната заплата по отношение на производителността на труда, на суровините и енергията), но и на ефективността в работата на институциите, на финансовите, стоковите и трудовите пазари.

Прави впечатление, че някои посткомунистически страни вече сериозно работят по въпросите за реиндустриализацията. Така например, през ноември 2013 г. унгарският министър-председател Виктор Орбан очерта реиндустриализацията като приоритетно развитие на унгарската икономика. Той планира да изведе страната на първо място по относителен дял на индустрията във формирането на БВП в Европейския съюз. Унгарският министър-председател призна също така публично, че страната отдавна се е простила с нереалистичната идея да се превърне във финансов център в Централна Европа и вижда реални перспективи за унгарската икономика в процеса на реиндустриализация. Унгария беше една от посткомунистическите страни, които бяха най-силно засегнати от финансовата и икономическата криза. Страната взе огромен кредит от 22 млрд. щ.д. от МВФ, който вече успя да върне. С огромни усилия беше постигната финансова стабилизация. Сега всички усилия се насочват към реиндустриализацията.   

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[1] България заема първо място по броя на политиците, променили своята политическа принадлежност. Някои от тях са членували в повече от пет политически партии и движения. Европа познава феномена на променливо отношение сред традицонните избиратели на съществуващите партии, но такова политическо номадство в такъв размер е напълно непознато и е един чисто български феномен.

[2] България е единствената страна в Европейския съюз, чийто рейтинг беше повишен след избухването на финансовата криза през 2008 г. Този факт е твърде подозрителен по своята същност, като се има предвид че става дума за най-бедната страна в съобществото. 

 

По критериите за развитост на Европейския съюз, България е бедна страна и жизненият стандарт на населението е най-нисък. За да се достигне средното равнище, какъвто е естествения стремеж на нашия народ,  ще е необходимо неприемливо дълго време за условията, които сега има и за потенциалните възможности, които сега притежава България.

Наистина темповете на растеж у нас не са най-ниските, но съществуват много функционални фактори, които ще действат намаляващо върху темповете на развитие и достигането на средното ниво на европейско икономическо развитие което остава недопустимо далеч във времето.

Първият фактор, действащ намаляващо върху темпа на растеж е, че в хода на растежа ежегодния БВП се отнася към все по-голяма и нараснала база.

Вторият фактор е, че обемът, големината на БВП се увеличава  нереално не само поради това, че той включва материални разходи, но и заради това, че те се отчитат многократно – толкова пъти, колкото един продукт, който се произвежда минава от предприятие на предприятие за преработка.

Третият фактор е, че ако една икономика не обхваща всички фази на производството на стоките – като се започне от суровината и енергията и се мине през няколко обработки, докато стоката стане окончателно готова, то в тази (нашата) икономика не се създава и натрупва добавена стойност на всеки етап на преработка.

Нашата икономика сега е  довършителна и финализираща. Едно е да направиш всичко за дрехите до шева им, а друго е само да ги ушиеш. едно е да създадеш машинните детайли, а друго е само да ги сглобиш! Глобализацията също влияе, но в общия случай, доходността на българския дял в обработките намалява, тъй като при вноса плащаме чуждата част от обработките. За това не е достатъчно БВП да е голям, защото можем да разполагаме само с добавената стойност, която ние сме създали. Така се получава и в българската икономика и действителност - и растежът бърз и БВП – голям, пък сме бедна страна с бедни граждани. Липсват индустрии с висока добавена стойност.

Четвъртият фактор е, че в момента голяма част от вноса на суровини, материали, полуфабрикати, три четвърти фабрикати, инвестиции и потребителски стоки се внасят на кредит от държавни и частни предприятия и така е от доста години. Нараства брутният частен външен дълг на българския бизнес с голямо темпо. Но като започнем да плащаме мъчително и забавено, това ще намалява растежа и ще задържа развитието на България. Този въпрос, който се подценява в момента все повече ще отлага достигането на средното европейско ниво.

Петият фактор е, че  у нас няма не само дълбочинна обработка на суровини и материали, но няма и височинна такава (тази, която се създава от човешкото творчество – науката, изкуството и превръщането на техните продукти в нови стоки и т.н.). Всъщност това е най-могъщият фактор на човешкото развитие, който все още не е влязъл в действие и следва да се промени.

Изложените по-горе функционални фактори са във взаимодействие с фактори, като мотивациите, интересите, идеалите, политическите сили, бизнесът и други групи хора. Тези фактори действат отрицателно на развитието, като изтласкват на преден план разпределението и преразпределението на създаденото малко и недостатъчно богатство и не насочват функционалните фактори към разгръщане, нарастване и господство на творчеството (наука и изкуство).

Бързият растеж на богатството на нацията и стандартът на живот не може да се крепи на друго освен на творчество и индустрии с висока принадена стойност.

В момента е жизнено необходимо да се извършат реформи и изготвят програми в тази насока  - реиндустриализация и нова индустриализация.

По-лесно е да се отговори на въпроса – какво е необходимо да се направи, отколкото да се отговори на въпроса – как практически да се осъществи. За това се появяват и неудачите с изпълнение на политическите обещания.

Това проучване провокира разговорът – С какви промени и реформи ще се постигне по-устойчиво икономическо развитие и среден европейски стандарт за българите? Постигането никак не е сигурно! Трябва да се каже конкретно за тези реформи, както и с помощта  на по-нататъшни уточнения и допълнения на това проучване.

 

<a name="2"></a>2. Необходима ли е национална стратегия?  <a href="#начало">↑</a>

 Този материал е за дискусия по темите за изготвяне на предпроектно проучване,  както за реиндустриализация на българското стопанство в исторически традиционните отрасли, така и за нова индустриализация в отрасли с висока принадена стойност.

Използвани са много материали на български икономисти с интерес към темата и със стратегически познания и размисли относно управлението на едно национално стопанство.

От една страна е възприета тезата - „Вън държавата от икономиката” и е приета решаващата роля на капиталистическото пазарно стопанство като единствена алтернатива на развитие на България.

От друга страна – сегашната криза – 2008 -2013 г. показа на всички икономисти – либертарианци, популисти, плановици и т.н., че никое национално пазарно стопанство (в Европа и в САЩ) не се размина с мощна трилионна финансова интервенция на държавата при регулиране на последствията от финансовата катастрофа. Намесата на държавата в страни с развит капитализъм няма да приключи в близките 10 години, докато не отшумят последиците от световната криза ( както в банките, така и в производствения сектор).

Ако в този исторически момент българското правителство бездейства и реши да остави стратегическото развитие на съществуващите пазарни механизми, ще постави българския народ отново в неравностойно положение спрямо другите европейски народи, чиито правителства работят в това направление.

Необходими са бързи действия.

Няколко години, чрез световните медии станахме свидетели как правителствата на големите капиталистически страни заседават  в събота и неделя, и в понеделник  вече въздействат с огромни ресурси върху икономиката.

В това отношение обсъждането на този материал може да се превърне във форма на въздействие на българските икономисти и предприемачи върху нашите правителства, за бързи и решителни действия, вкл. и по усвояване на европейски средства за реиндустриализация.

Така, ще се даде възможност на сегашните и следващите управляващи, не толкова да изпълняват само чужди рецепти, а да се обърнат към една част от своя интелектуален потенциал, който най-добре познава и е загрижен за съдбата си – сега и в следващите десетилетия.

Няма значение дали са десни или леви политици – стремежът за поскорошно постигане на добър стандарт е общобългарски и е мотивиращ за всички.

Разбира се, предпроектното проучване трябва да се дискутира и подобрява чрез едно обсъждане по страниците на електронното списание „Финанси” – Financebg.com, както и на други икономически сайтове, които са съпричастни.

Имаме подобен европейски медиен пример с „Манифест на ужасените икономисти” във Франция, който даде начало на една национална дискусия.

За нас – българите, за българските икономисти е доста важно – не да спорим за мястото на държавата в икономиката, ролята на пазара и т.н., а да се учим от по-развитите общества и икономики, взимайки примери и законодателни инициативи (САЩ – „Програма за реиндустриализация” с вече отчетени резултати по нея, Европа – „Програма за реиндустриализация”, включително „Европейска директива”) по проблема. Виж Приложение.

За реиндустриализацията има приети държавни програми не само в САЩ и Европа, но и в малки и големи  страни – Литва, Франция, Сърбия и т.н.

Безспорни лидери в световните примери от по-слабо развитите държави, които показват мобилизация на държава и нация за високотехнологично индустриално развитие са Индия и Ирландия (в областта на ИТ технологиите). опит, който трябва да черпим!

За целите на това Проучване  от голямо значение ще бъдат всички примери и действия на лидери-предприемачи и държавници, които са осъзнали някои особено важни стратегически истини, че:

• само с финанси и търговия не могат да се постигнат устойчивост и развитие  за едно национално стопанство (без островите);
• изнасяне на индустрията във „фабриката на света – Китай” води до големи дисбаланси и дефицити във всички национални икономики, вкл. и най-мощните.

И накрая, бихме искали да поясним „публицистичното” звучене на този материал, вместо очакването за научни икономически разсъждения.

От една страна обществото очаква от икономистите по-скоро да определят стратегическа визия, а не да обясняват след години – какво се е случило?!

От друга страна от 20 години е налице „абсурдно говорене” не само срещу т.н. „планово стопанство”, а и срещу икономистите, които са живели и работили във времето до 1989 година. В резултат на което, те млъкнаха като „виновни”, посипаха си главата с пепел и отговарят с носталгични примери от плановата икономика, които никой (дори и те) не искат да се реставрират.

Очевидно е, че  всички са убедени в безалтернативното капиталистическо пазарно стопанство на настоящия етап и неговото еволюционно развитие.

Все още не може да се получи дискусия между икономистите в България, защото съществува агресивно-медийно „затапване” от либертарианци и неолиберални експерти. Няма дискусия, защото те също нямат примери от функционирането на „чистия пазар” и както се видя (от кризата 2008-2013 г.) няма да ги дочакат, (поради глобализацията, цикличното развитие и натрупаните планини от дългове в целия свят) в близките 40-50 години.

 

Уважаеми икономисти и лидери с опит и мнение от българската икономика, обществото очаква мисли и действия за стратегическото развитие на държавата. Особено е важно да се получи реално и адекватно предпроектно проучване, в което да се прояви експертиза и гражданска смелост. Само по този начин можем да очакваме от българското правителство действия за стратегическо развитие, за нова индустриализация и да излезе от мандатното мислене. Наложителна е програма за поне 10 годишно действие и единство на държавната администрация и българския частен бизнес по нова индустриализация на икономиката.

Редакцията на Financebg.com, очаква всички български икономисти в България и по света да се включат в дискусията по обсъждане на „Проучването за реиндустриализация и нова индустриализация на България”, както със съвети, коментари и примери по света за индустриално развитие и просперитет на национални икономики. Убедени сме, че сега е важна скоростта на подготовката на предпроектното проучване и самия проект, за да може и българските правителства да реагират бързо (много правителства вече имат програми за реиндустриализация и даже в САЩ имат резултати и корекции по тях). Видя се, че и сегашното правителство може да работи скоростно.

Нашата редакция демонстрира експедитивност  - благодарение на редакторите Гинка Милушева и Петя Иларионова.

 

Материалът може да се прочете във  <a href="http://www.financebg.com/">www.financebg.com</a>, както и в <a href="http://www.atlasfinance.bg/">www.atlasfinance.bg</a>  и <a href="http://www.atlasnet.bg/">www.atlasnet.bg</a>.

 

Контактът с редакторите е:

„Съюз на икономистите в България”: 

гр. София, ул. „Г. С. Раковски” 108, ет.4, офис 420

Секретар на УС – Христина Стойчева                +359 878 871 847<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 878 871 847 

+359 2 987 18 47<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 2 987 18 47 

e-mail: <a href="mailto:unieconom@abv.bg">unieconom@abv.bg</a>

 

Редакция на сп. „Финанси” и Financebg.com:

гр. Пловдив, бул. „Христо Ботев” 27А

 

Гинка Милушева                                                       

+359 882 933 555<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 555 

e-mail: <a href="mailto:atlasfinance.milusheva@gmail.com">atlasfinance.milusheva@gmail.com</a>

 

Петя Иларионова                                                    

+359 882 933 522<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 522 

+359 32 586 016<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 32 586 016  

e-mail: <a href="mailto:saedinenie.ilarionova@gmail.com">saedinenie.ilarionova@gmail.com</a>

 

Има открит форум на:  <a href="http://www.financebg.com/">www.financebg.com</a>

 

С уважение към всички дискутиращи,

За Редакционен съвет:

проф. д-р ик. Асен Конарев

проф. д-р Ангел Гроздин

д-р ик. Петър Нейчев - +359 882 933 400<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 400 

e-mail: <a href="mailto:chairman.neichev@gmail.com">chairman.neichev@gmail.com</a>

инж. Стефан Гълъбов

 

<a name="3"></a>3.    Отраслова структура и интелигентен растеж  <a href="#начало">↑</a>

 Работи ли задоволително възприетата в началото на прехода формула, че влекачите на българската икономика следва да бъдат селското стопанство, туризмът и услугите?

 Наред с всичко друго в началото на прехода активно се обсъждаше и решаваше и въпросът за секторната (отрасловата) структура на българската икономика. Бързо се формира схващането, че България е станала жер­тва на комунистическата мания за индустриализация, вследствие на кое­то се е стигнало до преиндустриализиране на страната, отделен е пагубно българският селянин от земята си и е тласнат в индустрията и градовете. И е необходимо той да се върне към изконното си занятие - обработката на земята, земеделието, селското стопанство. И че страната трябва да се деиндустриализира. Защото даже и най-развитите индустриални държави вече са възприели курс на деиндустриализация. И когато те прилагали този курс и сами се отказвали от индустрията, ние сме се били завтекли да се индустриализираме, индустриализираме и индустриализираме! И сме си опушили и омърсили страната, което отблъсква туристите от нея. А, я вижте, казваха критиците на индустриализацията, какви хубави ус­ловия има страната ни за ускоряване и разширяване на туристическото дело, както и за развитието на селското стопанство с пословичното тру­долюбие на българския селянин! И така се възприе прословутата форму­ла, фигурираща в заглавието на този материал.

Че в индустриализацията ни имаше определени увлечения и грешки - няма съмнение! Черната ни металургия се основаваше върху много ниски показатели за процента на метала в рудата ни. Донякъде това важи и за цветната ни металургия, за въгледобива ни, за ред­ките ни метали и някои други подобни производства. Но едно е да се пре­махват грешките, съвършено друго е да отречеш индустриализацията по принцип! И във връзка с това да пометеш електрониката, електротехниката, машиностроенето, производството на химически влакна и полиме­ри, малкотонажната химия, лекарствата и ваксинната химия и микробио­логия, роботиката, научните институти, които работеха за тези сектори, и селскостопанската наука. Това наистина е съвсем друго! При това отри­цанието не бе само фактологическо, но за съжаление и практическо. То бе и теоретическо, ако може неграмотността и незнанието, облечени в общи фрази на отри­цание, да се наричат „теоретическо“. А всъщност ставаше дума за тео­рия, за деиндустриализацията на развитите и най-развитите индустриал­ни държави в света. Имаше ли и има ли при тях такава теория и практика на деиндустриализация? Да, имаше и все още я има, но в съвсем, съвсем друг смисъл...

Два-три века Западна Европа, а след това Америка, Япония и други страни преживяват епохата на индустриалната революция. Индустрията се превръща във водещ, лидиращ сектор, който революционизира сел­ското стопанство, строителството, транспорта, съобщенията, та даже образованието, науката, медицината и т.н. Това се прави, когато все още новостите се създават от самата индустрия или главно от нея. Самите изобретатели и техните съюзници превръщат изобретенията си в индустрия, а тя залива всички други отрасли и дейности и налага своята органи­зация, наречена индустриална организация, навсякъде. Но това води до небивало, необуздано, чудовищно търсене на нови научни теории, на бясно развитие на науката. Води до превръщането на знанията в механизми, техники, технологии, методи и нова организация. С една дума - до най-бърз растеж на творческите услуги. Те се оформят в огромен, могъщ и заемащ огромни материални, човешки, финансови и други ресурси растеж. И закономерно изпреварва развитието на индустрията! Нейният дял пада, а делът на творческите услуги се повишава. И ето ти деиндустриализа­ция. Но това не е съвсем българското разбиране за деиндустриализация - да пометеш, да унищожиш индустрията в страната. Но като не разбираш - трошиш, чупиш, унищожаваш. И при това се позоваваш на науката...

За същността на деиндустриализацията в току-що посочения смисъл ще стане дума и в следващите материали. Затова тук ни е достатъчно да знаем, че тя не е съзнателно унищожаване на индустрията, а е закономерно налагане на изпреварващия растеж на творческите услуги пред расте­жа на самата индустрия. Но в нейна полза! В полза на осигуряване на нейното възможно най-бързо развитие. Така че, който си няма индуст­рия, трябва да я създава и развива, но да му е ясно, че при съвременните условия това води до изпреварващ растеж на творческите услуги в икономиката за целите преди всичко на развитието на самата индустрия!

И все пак - защо селското стопанство да не може да води в икономиката, да бъде лидер? Нали като се грижиш много за неговото развитие то се ускорява, ускорява и ще почне да лидира, да тегли, да влачи напред другите отрасли! Да, ама не! Защото това по принцип е невъзможно при селското стопанство! Докато при индустрията технологическият процес има по принцип изкуствен характер, т.е. измисля се от човека и се създава от него и в този смисъл характеристиките и параметрите му зависят от човека и той може да ги променя и заменя с други, по-изгодни за него, то при селското стопанство, по принцип, това не е така. При него основните технологически процеси, на производството нямат изкуствен характер. Те са естествени, природни, биологически процеси и за човек; поне досега, и за обозримото бъдеще ще си останат такива. Човекът не създава процесите на раждане и растеж на растенията и животните. Той ги взема наготово от природата. Е, вярно е, че има селекция, има хибридизация и т.н., даже и генно инженерство има, но истината си е, че тези процеси са създадени в хода на еволюцията на природата и човекът малко може да им влияе. И по принцип се нагажда към тях. Той просто отглежда полезните му растения и животни, съобразявайки се с тях, нагаждаш дейността си към тях и частично подобрявайки ги. А това ще рече, че човек по принцип може да си направи машина, да речем, за производство на гвоздеи и за голямо, и за малко производство, и за едни, и за други нужди. Но при селското стопанство това не е така. Там една нива за една година като правило дава една реколта, а една крава - едно теле. Е, може да има известно отклонение, но то не променя по принцип постановката!

При това положение човек може да иска да се ражда всяка секунда теле и то да израства за една минута, но засега това си остава само едно искане. В такъв случай годишното производство в селското стопанство се увеличава годишно, а не по-бързо! И затова скоростта на растежа на производството в този отрасъл или сектор е сравнително ниска и много трудно се повишава. Е, пита се тогава, как така ще бъде влекач, бутач или ускорител на развитието на другите отрасли на икономиката, след като то самото се развива доста бавно, мудно. А за индустрията в това отношeние по принцип няма отраничения. Човекът по принцип може да създава все по-добри технологиии, да ускорява неограничено много собствено си развитие и развитието на другите сектори чрез пренасянето на те технологии и при тях.

Ускорителната роля на индустрията се гарантира не само от по-бързите и по-добрите в качествено отношение технологии, но и чрез това, че тя създава и най-бързите по скорост и най-добрите по качествените си характеристики средствата за производство, т.е. изкуствените органи на човека. Та нима тракторът само е по-бърз от вола, бивола, слона? Той е още и много по-мощен. Или нима автомобилът е само по-бърз от коня? Той е и по-товароподемен от него. Същото е и с птицата. Тя нито е по­бърза при пренасянето на пощата от самолета, нито е по-товароподемна от него. И чрез технологиите, и чрез средствата и предметите на тру­да индустрията е много и много по-производителна, по-ускорителна и по-облагородителна за себе си и за другите сектори, включи­телно селското стопанство, от останалите отрасли на материалното производство. И затова материално-техническият прогрес в икономика­та, и то в огромни размери, е невъзможен без индустрията и без индустриализацията. Поне за обозримото бъдеще.

Що се отнася до туризма, то и той колкото и добри страни да има и колкото и да е нужно да се развива в България поради наличието на добри условия за това, далеч не е и не може да бъде толкова ускорителен и гарантиращ международна конкурентоспособност, колкото това е жизнено необходимо на България! Защо? Защото в него се прилага в големи размери прост труд, който създава сравнително малки стойности за единица време. И защото доколкото в него има възможност да се прилага и твор­чески труд, то творческата сила на труда в туризма изобщо не може да се състезава и да побеждава творческата сила на труда в „светая светих“ на творчеството - науката, превръщането й в технологии, изобретателство, създаването на принципно новини безмерно ускоряващи се средства за развитието, като софтуера, хардуера, изкуствения интелект, роботиката, лекарствата, ваксините, средствата за хигиена, медицината, нанотехнологиите и т.н. Нека да вземем една готвачка или камериерка в туризма и един софтуерист. За един ден готвачката, да речем, ще създаде нова стойност за 50 или 100 лева и ще получи от тях 5 или 10 лева, а един софтуерист за това време, средно взето, ще създаде петдесет-сто пъти повече. Но и само 10 или 20 пъти повече да е, пак е предостатъчно, за да се види разликата.

Освен това туризмът има горни граници на развитието си, особено при малките по територия и население страни. У нас сега пребивават годишно около 10 млн. туристи. Нека да се увеличат пет пъти и да пребивават годишно по 30-40 млн. туристи. И повече не може! Нито има кой да ги обслужва, нито ще има чиста и ведра природа, за да й се наслаждават. Но може да расте качеството на туризма, ще възрази някой! Да, може! Но не можеш да събираш само ти, Българийо, учените, политиците, богаташите на света и т.н.? Защото туристите искат да бъдат и в другите стра­ни! И пак има ограничения. А за науката, технологиите и новите произ­водства няма особени ограничения!

Същото се отнася и за услугите. Те фигурират като елемент на раз­глежданата тук формула за добрата отраслова структура за България. От контекста на тази формула обаче се разбира, че става дума не за творче­ските, а за стандартните, за простите, за евтините услуги. Откъде по-конк­ретно се вижда това. Най-силно, най-добре то се вижда от факта, че в тази формула липсва индустрията. А индустрията именно е главният потреби­тел на творчески услуги. И няма ли изпреварващо развитие на индустри­ята, няма голямо и много голямо място за творческите услуги, тъй като няма кой да ги консумира. Селското стопанство и туризмът са сравнител­но неголеми потребители на творческите услуги и особено на най-творческите. И доколкото ги потребяват, то става чрез индустрията главно, а не пряко. Следователно става дума за простите услуги. И практиката го потвърждава. У нас творчески услуги се създават в толкова скромни раз­мери, че те не доминират и нито се създават, нито се купуват в огромни и при това в бързо растящи количества. За тях, както е известно, у нас просто няма пазар! И това вече бе подробно обяснено. И това ни е нещастието. Защото без творчески услуги и без индустрия, като правило, твор­ческо пазарно стопанство няма. А има беднотия и дефицити. И протести от почти всички, че почти всичко не им достига!

 

Примитивизмът в мисленето и стремежът за бързи и лесни печалби спират стремежа за инвестиции, за творчество и наука. Малко спечеленото се преразпределя, а не се инвестира в изграждането и разширяването на производствени мощности, нови технологии и т.н.

Именно това определя сегашното ни разпределително пазарно стопанство. Стремежът ни сега трябва да бъде преобразуването му в творческо.

 

<a name="4"></a>4. Добавена стойност и конкурентноспособност  <a href="#начало">↑</a>

Подобрения в структурите на стопанските субекти в България.

Състояние на българската икономика от гледна точка на нейната конкурентоспособност[1] 

 

Ниската конкурентоспособност на българската икономика е в значителна степен резултат на нейната слаба иновативност.

Десетте страни-членки на ЕС в Централна и Източна Европа се обикновено се разделят на три групи. Първата това е групата на балтийските страни с (Естония, Латвия и Литва), втората на средноевропейските страни (Полша, Чехия, Словакия, Унгария и Словения) и третата на страните от Югоизточна Европа (Румъния и България).

България  е страната-членка на ЕС с най-нисък БВП на човек от населението. Той възлиза само на 18.3% от средното равнище на старите 15 страни-членки на ЕС и е нараснал от 7.4% за периода от 2000 до 2012 г. Но в Румъния той се е увеличил за същия период от 7.8% на 20.9%. Това се дължи не на последно място на по-добрата икономическа структура на северната ни съседка и по-специално на по-високия дял на индустрията в създаването на БВП. Турция също има значително по-висок показател от България – 28.6% от средното равнище на 15 страни-членки на ЕС. 

Структурата на българската икономика не създава необходимите предпоставки за ускоряване на икономическия растеж като едно от най-важните условия за повишаване на благосъстоянието и жизненото равнище на народа.

Макар и силно засегнати от процеса на деиндустриализация в резултат на прехода от централизирано планово към свободно пазарно стопанство десетте страни-членки на ЕС в Централна и Източна Европа имат относителен дял на индустрията в създаването на брутната стойност от 27%,<a href="#_ftn2">[2]</a> който е значително по-висок от показателя за всички 27 страни-членки на съюза от 19%. В България относителният дял на индустрията е обаче по-нисък от средния показател за десетте посткомунистически страни. Прави голямо впечатление високият относителен дял на индустрията в създаването на брутната стойност в Румъния (33%), както и в Чехия (31%) и Словакия (28%). Страната с най-висок дял сред старите 15 страни-членки е Германия с 26%.

Относителният дял на селското стопанство в създаването на брутна стойност е 6% и е най-висок сред посткомунистическите страни-членки на ЕС. Един относително голям аграрен сектор като правило изисква значителни капиталовложения и ограничава възможността за инвестиции с цел повишаване на конкурентоспособността, например в научно-изследователска и развойна дейност.  

Силно развитият експортен сектор е доказателство за високата конкурентоспособност на една икономика. Показателят експортна квота (обем на експорта в проценти на БВП) показва в каква степен една национална икономика извлича полза от експорта. С най-високи експортни квоти от над 90% сред посткомунистическите страни в Европа са Словакия, Унгария и Естония. България има експортна квота от 68%, която е под средното ниво за десетте страни-членки на ЕС в Централна и Източна Европа. По-ниски квоти имат Латвия, Полша и Румъния.

Според данни на Европейската комисия<a href="#_ftn3">[3]</a> през 2009 г. българският експорт се понижава рязко със 11.2%. През 2010 г. и 2011 г. той нараства съответно с 14.7% и 12.3%. През 2012 г. той отново се съкращава, макар и слабо с 0.4%. Растежът през 2010-2011 г. се дължи преди всичко на изключително бавното нарастване на трудовите разходи, на разходите за работна заплата, макар че за периода 2000 – 2008 г. те бележат един значителен растеж.  През 2012 г. средният ръст на експорта в десетте посткомунистически страни на Централна и Източна Европа е 4%, докато България отбелязва спад, макар и слаб. Това доказва, че България е една от страните, която най-трудно преодолява последствията от световната финансова и икономическа криза. При това българският експорт не е наукоемък и технологично интензив, а трудоемък, материало- и енергоемък.

Тези от посткомунистическите страни, които имат собствени валути и нямат валутни бордове могат чрез постепенно обезценяване на националната валута да повишават конкурентоспособността на произвежданите стоки. За съжаление България не може да се възползва от този инструмент на валутната политика.

Степента на иновативност е една от най-важните детерминанти на конкурентоспособността на една икономика. Частните и държавни инвестиции в научни изследвания и образование са източникът на иновациите. Иновационния индекс на Европейския съюз (Innovation Union Scorecard (IUS)) на десетте посткомунистически страни в Централна и Източна Европа е под средния индекс за целия ЕС (ЕС 27). Естония и Словения са посткомунистическите страни с най-висока степен на иновативност. Според Европейската комисия със средно ниво на иновативност са Словакия, Чехия и Унгария. Българската икономика се разглежда като икономика със слаба иновативност, въпреки положителния факт на повишаващи се частни инвестиции в научните изследвания и увеличаваща се интелектуална собственост под формата на патенти и търговски марки. Тревожно е обаче обстоятелството, че за периода от 2008 – 2012 няма промяна в иновационния индекс на страната (единствената страна с по-лош показател е Румъния), което е едно друго ярко доказателство за застоя в българската икономика.

Училищното образование играе решаваща роля за конкурентоспособността на една страна. Според резултатите на проучването PISA за 2009 г. най-добри резултати в трите проучвани области (умение да се чете, математика и природни науки) са постигнали учениците в Естония. Тези резултати са по-високи от средните показатели в развитите страни. С по-високи от средните резултати могат да се похвалят учениците в Полша и Словения. Резултатите в България са обаче под средното равнище. Сред обхванатите от PISA посткомунистически страни България заема предпоследно място пред Румъния. Тук следва да се изтъкне и фактът, че между резултатите и инвестициите в образованието се наблюдава силна пряка зависимост. България заема второ място след Румъния по относителен брой на учащите се, прекратили образованието си – 12.5% по данни за 2012 г. В Чехия този показател е 5.5%, в Полша 5.7%.

България е на предпоследно място по благоприятни условия за бизнес според Световната банка, както и по състояние на инфраструктурата. Затова не следва да изненадва факта, че българската индустрия е ниско конкурентоспособна.      

 

Българската индустрия по време на социалистическия етап от развитието на страната

 

Основна характеристика на българската индустрия по времето на социализма, въобще на българския икономически модел беше преобладаващата роля на големи промишлени продприятия. Трудностите на прехода на българската икономика към свободно пазарно стопанство произтичат в значителна степен от изключителните трудности, свързани с тяхната адаптация към стихийно възникналото свободно пазарно стопанство в резултат на либерализацията на стопанската дейност и отдръпването на държавата от икономиката.

Всички правителства от самото начало на прехода до днешен ден се занимават с този проблем, макар че в резултат на приватизацията неговият обем и острота значително намаляха. Сложността се заключаваше в това, че големите предприятия бяха не само най-големите работодатели, вплетени в една изключително сложна система на силно разделение на труда, както в рамките на българската икономика, така и рамките на Съвета за икономическа взаимопомощ (СИВ), но и най-важният източник на приходи в бюджета, както и получатели на субсидии от него и на кредити за оборотни и инвестиционни нужди от БНБ. Опитите за тяхното преструктуриране и адаптация към свободното пазарно стопанство през първите години на прехода се оказаха напълно безуспешни и доведоха до задълбочаване на проблемите, до остра банкова криза, прераснала в остра икономическа и политическа криза в началото на 1997 г.

Най-големият проблем на българската индустрия след началото на прехода беше загубата на пазарите за реализация, което доведе до ниска използваемост на съществуващите производствени капацитети. Масовата и касовата приватизация доведоха до едно селективно преобразуване на производствени мощности, изполването на които в новите пазарни условия в някои случаи се оказа ефективно, в други не.

Но България притежаваше и една иновативна индустрия. През 80-те години около 40% от компютърните системи и микрокомпютрите в рамките на СИВ се произвеждаха в България. Страната биваше често наричана „Силиконовата долина на Изтока”.<a href="#_ftn4">[4]</a>

Индустриализацията на България след Втората световна война беше осъществена в значителна степен в рамките на една много по-мащабна програма за т.н. социалистическа интеграция в рамките на Съвета за иномическа взаимопомощ (СИВ), предопределила в значителна степен както обема и така и направленията на инвестициите в българската икономика. Освен това тя беше реализирана при гарантиран сбит на произвежданата продукция, регулирани цени с гарантирана норма на печалба, много изгодни кредити от бившия Съветски съюз, както и при възможност за реализация значителни доходи в конвертируема валута от реекспорт на закупен далеч под цената на световния пазар съветски нефт. 

Индустриализацията имаше за цел не само рязка промяна на аграрния характер на икономиката, но и утвърждаване на приоритетно развитие на тежката индустрия. Огромните за размера на българската икономика инвестиции бяха финансирани както за сметка на бюджетни средства, в т.ч. и облигационни заеми от населението, така и с кредити с нисък лихвен процент, отпускани от бившия Съветски съюз.

Равнището на индустриализация и особено структурата на индустрията започна да навлиза във все по-остро противоречие със структурата на потребление, претърпяла значително изменение като резултат от повишаването на жизненото равнище на народа от средата на 60-те години. Българската индустрия не беше в състояние да задоволи повишеното търсене на потребителски стоки, въпреки направените значителни усилия за ускорено развитие на леката и хранително-вкусовата промишленост през 70-те и 80.те години.

Българската индустрия не беше изложена на острата конкуренция на международния пазар. Гарантираната реализация на произвежданите стоки, предимно на територията на бившия Съветски съюз не способстваше за повишаване на качеството и конкурентоспособността на българските стоки. Това на практика доведе до неефективно използване на производствените фактори, до ниска ефективност на производствения процес.

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<a href="#_ftnref1">[1]</a> В този раздел са използвани годишните доклади на Европейската комисия за развитието на индустрията и конкурентоспособността „Industrial Performance Scoreboard and Member States’ Competitiveness Performance and Policies”, “Innovation Union Scorecard”, докладите на Световната банка “Doing Busimess”, докладите на Международния валутен фонд „Annual Report on Exchange Arrangements and restrictions”, както и резултатите на проучванията PISA за развитието на образованието.

<a href="#_ftnref2">[2]</a> Данните са от Евростат

<a href="#_ftnref3">[3]</a> В материала се използуват данни на Евростат и Европейската комисия, които позволяват сравняемост с данни за другите посткомунистически страни.

<a href="#_ftnref4">[4]</a> Le Mond diplomatique vom 13.12.2013 “Staat und Mafia in Bulgarien” vom Laurent Gaslin

 

Стопанските субекти или предприятията са двигателите на икономиката. Ето защо, ако те работят, то и икономиката ще работи не както и да е, а много добре и отлично. Ако предприятията на една страна са международно конкурентоспособни, то и икономиката на тази страна ще бъде международно конкурентоспособна. Изобщо характеристиките на пред­приятията на една икономика са характеристики и на самата икономика.

Структурите на предприятията в една икономика - това са техните качества, особености, белези, реквизити, които предопределят възможностите им да усвояват природната среда, да добиват суровини, материали, енергии, да ги преработват дълбочинно или средно активно, да създадат стойности и финанси, да осигуряват създаването на научни знания и превръщането им в технически и технологически решения, да прилагат тези решения и да осигуряват условия за създаването и използването на още по-добри... С една дума, структурите на предприятията - това са значи­мите, важните, съществените техни характерни черти, дадености, особености, които предопределят нивото на тяхната дейност, възможностите  им да правят творчество! Ако характеристиките и особеностите на пред­приятията на една икономика са такива, че не им позволяват да правят творчество, то икономиката, в която те работят и която съставляват тези предприятия, не може да бъде творческа. Просто защото няма потенциал за творчество.

Да вземем например структурата подреденост на предприятията едно спрямо друго за осигуряване на технологична последователност на обработката на суровините - от първичната суровина към материала, от материалите първа обработка - към материалите изискващи последваща обработка. После от полуфабриката - към полуфабриката втора, трета и т.н. обработка. От полуготовия към крайния продукт. Добавката на градивни елементи и инградиенти и получаване на продукт, който е още по-близък до готовия продукт и т.н. Докато се стигне до напълно готовия продукт. Така се стига до затворена технологична верига. Не бива да бъде хаос от неясноти, кое предприятие от кое друго предприятие какво получава, какво то самото добавя, докъде доба­вя, след това на кого го предоставя, за да продължи обработката или до- обработката до финалния продукт. Така че,колкото и да е трудно тези структури на последователност на обработката да се усъвършенстват, поддържат и развиват, те са нужни и трябва да ги има, ако искаме да има творчество в стопанството, а не лутанията на предприятията за осигуря­ването им с доставки да заемат повече време от самата чиста производ­ствена тяхна дейност. И браншовите съюзи, и консултантските организации, и научните институти, и висшите училища са за това - да изясняват неща­та и да предлагат решения. Работата в това отношение у нас много се усложнява, тъй като нашата страна е много малка и последователностите на обработките често са толкова дълги, че надхвърлят националните ни граници и продължават в другите страни, особено в тези от ЕС.  Но тъкмо премислянето на нещата в система и форми­рането на последователностите не по хаотичен път, а в система ги опростява и решително повишава ефективността. Като дава възмож­ност всяко предприятие да си осигури по-дълга технологична верига на об­работката и да произвежда от всеки последващ продукт по-голямо количество добавена стойност. Както и това всеки производител, като изпълня­ва по-дълга последователност на обработката, повече да влияе върху не­говото качество, разнообразие, оригиналност и т.н. И да създава по-добри продукти и да получава още по-големи добавени стойности.

Много важна е структурата на предприятията и от гледна точка на значимостта или на важността на обработките, които се правят за изготвянето на продукта като цяло. Колкото повече едно предприятие извършва именно основните или всички важни обработки и операции върху произведения продукт, толкова повече, при равни други условия, добавена стойност ще остане при него. Така че положението на предприятията се определя не само от това колко голяма част от последователността на обработката осъществяват те, но и от това колко от обработките, които правят те, са окончателни в технологичната верига. Така че тази структура на предприятията също има сериозно, голямо значение и им дава възможност да заемат по-добро мя­сто спрямо другите предприятия. И творческото пазарно стопанство се гради и върху тази именно структура - предприятията не просто да пра­вят нещо, да произвеждат нещо, а да създават затворен технологичен цикъл на даден продукт! 

Подобно е положението и от гледна точка на друга структура на пред­приятията - тази на финализацията, т.е. на формирането на крайния про­дукт, който интересува купувачите. Те държат най-много на крайния продукт, защото той им е необходим именно като такъв. И затова го свързват с крайния му производител. А този последният е длъжен да си подбира подходящите подизпълнители. И ако крайният продукт е много ценен то финалният производител на продукта може да не из­пълнява най-важните етапи от обработката и пак ще получи допълните­лен доход и за предходните стадии на обработката в сравнение с това което е платено за тяхното извършване, щом, освен че е финален, е  силен и по положението си.

Както се вижда, всяка от тук третираните структури по последовател­ните обработки на продуктите има своето важно място и всяка от тях дава добри добавени стойности. И е нужно едно предприятие да владее поне една от тях при дадена стока. Най-лошото е, когато предприятието блуждае между тези три структури. То се обезличава и получава най-малко.

Сега положението у нас в доста голяма степен е именно такова - неясно положение! И това трябва да се премахне, за да се съдейства за формирането на творческото пазарно стопанство.

Безусловно характеризираните накратко дотук структури на пред­приятията имат огромно значение за доброто и конкурентоспособно фун­кциониране на икономиката. Но колкото и да са важни дотук характеризираните структури на предприятията - и по принцип, и по-конкретно за условията у нас, тези структури все пак не са най-важните. Има и други структури на предприятията, които имат още по-голямо значение за успеха в развитието на икономиката и за осигуряването на творческото пазарно стопанство. И по-точно това са структурите на предприятията по техните капитали и по формите им на собственост.

Капиталите на предприятията характеризират мащабността на задачите, с които те могат да се справят. Едно микро- или едно мал­ко предприятие не може да произвежда цимент, чугун или стомана, жътварски или кукурузосъбирачни комбайни, или пък автоматични  линии, или крупногабаритни инвестиционни съоръжения. За съот­ветните високотехнологични изделия трябват съответни крупности на предприятията. Подобно е положението и с формите на собстве­ност на предприятията. Ако едно предприятие има формата на ед­ноличен търговец, то при равни други условия ще има ниска пазар- на капитализация, т.е. най-вероятно е, че ще има малък капитал и че той и в най-добрия случай сравнително бавно ще нараства. И обратното, ако едно предприятие има акционерна форма на собстве­ност, то поради характера на тази си собственост то ще може да уве­личава много бързо пазарната си капитализация. И ще бъде по-привлекателно и поради открития си, да го кажем, публичен характер. От задължителната публикация на счетоводния му баланс и сметката му за приходите, разходите, печалбите и загубите лесно може да се разбере дали да излизаш от него или обратното - да му станеш съдружник.

В стопанските практики няма унификации, но все пак има предпочи­тания. В развитите и най-развитите страни, в страните с творчески пазар­ни стопанства структурите на предприятията по големини и по форми на собственост са разнообразни, богати - в тях има всички големини на пред­приятията и всички форми на собственост. Но все пак водеща роля в научно-техническия им прогрес имат не микро- и малките предпри­ятия, а като правило големите, гигантските. Подобно е положението и в разнообразието на формите на собственост на предприятията. В стра­ните с творческо пазарно стопанство има всички или почти всички форми на собственост на предприятията, но определено се вижда, че в страните, в които се дава предпочитание на акционерните фор­ми на собственост, пазарната капитализация на предприятията се увеличава по-бързо и е по-голяма.

За разлика от световните тенденции, у нас се възприеха не разнооб­разието и богатството от капитала на предприятията и богатството от формите на собственост върху тях, а се предпочете в голяма степен унификацията: създаде се море от микро- и малки предприятия и се пред­почете едноличната форма на собственост и дружествената, но глав- но под формата на ООД-та. Тези предпочетени до степен на някаква унификация направления в големините на предприятията и във формите на собственост над тях, сега ни наказва за ограниченото ни мислене и за сляпото възприемане на съветите да създаваме микро-, малки и средни предприятия, и то главно на еднолична основа и ООД-та.

Микропредприятията и малките предприятия съставляват около 99% от всички предприятия в страната, без тези във финансовия сектор, и ос­вен че не притежават крупни производствени мощности и капацитети, те имат и най-малки възможности за иновации. Те не са в състояние да създа­ват научни звена при себе си, за да им разработват нови модерни техно­логически и други решения. Нито пък са способни да си купуват такива от чужбина, а и при тази си даденост трудно могат да ги използ­ват практически. Те произвеждат или прости продукти с малко по-голяма степен на обработка на суровините или монтират, сглобяват готови еле­менти и полуфабрикати, ако произвеждат по-високотехнологични изде­лия. Така че всъщност те не ги произвеждат, а финализират и даже и при тези случаи на уж по-високо технологично производство произвеждат малки количества добавена стойност. Така че тъкмо микро- и малките предприятия в България са в голяма степен базата на дефицитите и от добавена стойност, и от потребната за нуждите на развитието продукция. И тя трябва да се внася, но срещу липса на ресурси за износ. Инвес­тиционните стоки у нас масово са вносни, високотехнологичните - също, висококачествените - пак са купувани отвън. Но понеже липсват ресурси за износ, с които да се осигурява плащането на вноса, то микро- и малки­те предприятия стават и база за формирането и растежа на частен външен дълг, който пряко е на бизнеса, но е и тежест и за икономиката, и страната като цяло. Всъщност от материално-веществена гледна точка български­ят бизнес произвежда твърде малко, защото или създава сравнително твърде много вътрешнотърговски услуги, които имат чисто стандартен характер и нито хранят, нито обличат, нито обуват, нито топлят, нито лекуват, нито дават покрив над главата... И са нещо като доста кух обем в брутния ни вътрешен продукт. Ние сме чули, че в най-развитите страни и в САЩ по-специално делът на услугите в брутния вътрешен продукт е крайно висок и достига до 75% от него. Но вероятно не се досещаме, че в тези страни става дума преди всичко не за стандартните, елементарни­те услуги на вътрешната търговия, а за творческите услуги. Тези на изобретателството и откривателството, на конструирането и проектира­нето, на създаването на нови техники и технологии, на нови вещества, на патенти и интелектуална собственост, чиито цени са баснословно високи и добавената стойност е безмерно голяма. САЩ например събират сво­бодните пари на света всяка година в течение на повече от 30 години и не увеличават външните си задължения. Защото имат огромен невидим и видим износ - износ на нововъведения, имат активен външнотър­говски баланс на технологиите. Е, това е плътен вътрешен продукт. А не е сума от услугите по продажбата на производи на леката промишленост. И като се създава малко у нас, дефицитите ни са жестоки. Ние имаме натрупани бюджетни излишъци с цената на мизерстването на масата от хора, а печалбите на бизнеса ни идват в много и много голяма степен от разпределението и преразпределението, което е много слаба икономика! Наред с всичко това дребният бизнес е ниско инвести­ционен и слабо кредитоспособен, особено за големите едромащабни и високотехнологични кредити.

Но болката за икономиката, страната и развитието не е пряко само от това, че микро- и малките предприятия в страната съставляват 99% от всички предприятия. Не по-малка, а даже още по-голяма е болката от това, че няма достатъчно много, достатъчно силни и мощни предприятия по големини и мащаби. Затова е невероятно по-трудно малките предприятия сами да прераснат в едри и много големи, отколкото обратното - около наличието на макар и не кой знае колко много големи предприятия в страната да поникнат и да просперират на базата на връзките си с големите  много малки предприятия.

Какво да се прави? Да се чака вътрешната и международната конку­ренция да си свършат работата, както това е ставало в повечето развити страни, означава да се чака най-малко 80-100 години. Такова нещо обаче е абсолютно неприемливо както от вътрешна, така и от международна гледна точка и по-специално откъм изискванията на ЕС.

Тогава? Нужни са реформи, реформи и пак реформи! За какво? За създаване на съвременна структура от предприятия у нас, която е годна да отговори и на вътрешните, и на външните нужди на страната. Нужни са реформи за окрупняване на стопанските субекти в страната. Или това ще се направи и страната ще възкръсне към творческо пазарно стопанство, или това няма да стане и ще остане раз­пределителното и преразпределителното пазарно стопанство. Но да се знае: базата на досегашните трудности не е твор­чеството, а разпределението и преразпределението! От какво Бил Гейтс е станал толкова богат? Създал е технологическа рево­люция, която бихме могли да наречем революция на панелното програми­ране. Но никой няма да ви каже от какво  е станал богат Илия Павлов или Емил Кюлев. А ще ви отговори общо - от разпределението и преразпределението, т.е. не от създаване на ново, а от преразпределение­то на вече съществуващо старо. И ако така продължава, не само беднотията ще става нетърпима, но и богатството ще стане химера.

Как по-конкретно да се извърши окрупняването? Най-напред трябва да се почне с разясняването. Бизнесът, страната и държавата трябва да бъдат убедени в неизбежността на окрупняването. За целта следва да се използва много голям спектър от стимули и санкции. Успоредно с това да се разяснява, че ако се възприеме акционерната форма на окрупняването, ще има най-много предимства и ще бъде много по-леко. След това чрез бизнес съюзите, научните институции и държавните органи да се извърши съвместна работа за формиране на бизнес плановете на окрупнените предприя­тия - да ги наречем компании. Бъдещите компании следва да имат много- секторен характер, т.е. да са силно диверсифицирани. Когато се направи това и нещата се поуталожат, да се извърши самото окрупняване. Което ще реши междувпрочем и въпросите с технологичната последователност, с важностите и финализирането на обработките. Наред с всичко това е нужна и друга реформа. Тя  се състои в подбора и поканването на водещи западни компании, които срещу зашеметяващо атрактивни преференции от българска страна да създадат около десетина нови високотехнологич­ни крупни производства, които да спомогнат освен за по-доброто сектор­но (отраслово) и продуктова специализация на икономиката ни, още и за обе­диняването на дребните ни предприятия в по-едри.

Голям проблем обаче е, че казаното дотук по въпроса за обединяването на предприятията далеч не е само изтъкването поне на най-важното. Ние в България имаме и един друг голям въпрос, свързан с ок­рупняването на предприятията. Това е въпросът за трайното оформяне на характера и структурата на стопанските субекти в селското ни стопан­ство. И този въпрос е занемарен и създава много проблеми за трайното развитие на този сектор. Сегашното положение - от една страна дребни собственици на земя, които не могат да я обработват и вече не са на село и са принудени да я дават под аренда. И от друга страна - арендатори, които не са собственици и поради това не създават и не работят за създа­ването на трайни решения в сектора. Що се отнася до кооперациите, то при тях е нужно сериозно окрупняване. Затова сложният въпрос е въпросът „дребен собственик на земя или арендатор“. Трайните им инте­реси не са еднопосочни, а противоположни. Изходът не е да се обложи земята с данъци, и то големи, и по този начин да се принудят собствени­ците на селскостопанска земя да я продадат на безценица на арендатори­те. Ние вече обезличихме веднъж труда при приватизацията на държавните предприятия и създадохме чисти наемни работници без собстве­ност. Ако сега се повтори това, макар и по друг начин, в селското стопан­ство ще бъде ужасяващо: от една страна - чисто наемни без собственост (капиталова), и от друга страна - само капиталова собственост. Времена­та на подобни разбирания са минали вече. На Запад, в развитите страни господства друга теза - тезата, че и наемните трябва да имат капиталова собственост, макар и не много голяма. Например в САЩ 40% от пълно­летните американци имат акции и получават значими дивиденти. И в Ев­ропа има подобни тенденции. И ние не бива да се връщаме в XVIII век. Което ще рече, че е най-добре да се формират общи акционерни друже­ства между собствениците на земя и арендаторите. Като земята да влезе с пазарната си стойност и да се актуализира всяка година в това отноше­ние. А арендаторите - с техниката и парите си. Управлението на тези акционерни дружества чрез избори временно трябва да се предостави на прочути селскостопански мениджъри от Европа, САЩ, Япония, Китай. За да ни научат на управление. И след това да си се избират наши мениджъри - българи.

<a name="5"></a>5. Реформиране на системите за научно-изследователска дейност и иновации, за промени в секторната структура  <a href="#начало">↑</a>

Още от първата и най-обща характеристика на творческото пазарно стопанство* се разбира, че творчеството в икономиката и обществото се осигурява от дейността и развитието на научното производство. Творчеството просто е научна дейност, работа на ума, на инте­лекта.

Само научното производство е способно да открива съществуващи в действителността все нови и нови и като правило и по-добри възможности под формата на научни, т.е. нематериални образи било за подпомагане раз­витието на самото научно производство, било за тяхната материализация. И защото самото то е способно да създава, да изобретява все нови и нови научни образи на възможности, които за разлика от първите не съществу­ват в действителността.  Най-често става дума за техники, за технологии за нови сред­ства на труда, за нови предмети на труда - суровини, материали, енергии и т.н.

Материализацията на откриваните и създаваните или изобретявани научни предмети е придобиване на материалното битие на тези предмети. Материализацията е превръщането на научното в материално с помощта на човешката материална дейност.

За да има творчески характер едно стопанство, да речем, едно пазарно стопанство, е необходимо научното производство не само да действа, и то активно. То трябва с развитието си да изпреварва развитието на материалното произ­водство.

Осигуряването на изпреварващото развитие на духовното производство по отношение на материалното не се постига от само себе си, а се предизвиква! И причиняването се изразява в изменението на вътрешната секторна структура на научното производство. Изпреварващо развитие на научното пред материалното производство може да се постигне и да се осигури, ако се форсират първо онези сектори на научната дейност, които имат най-голям вътрешен потенциал за развитие и ако те обладават предимствено голям потенциал за изпреварващо развитие. Необходимо е да ги има и двете условия или предпоставки.

Кои са тези сектори на научното производство, които, от една страна, могат да ускоряват особено бързо или даже неограничено бързо развитието си и които заедно с това си ускоряване увеличават и потенциала си?

Това е създаването на научни знания и превръщането им в нови механизми, в нови техники и технологии и в синтеза и създаването на нови вещества, суровини и мате­риали, източници на енергии, умения, ноу-хау и т.н. Пред този сектор на научното производство просто няма някакви горни крайни ограничения на развитието! Има засилване и ускоряване на научното развитие, тъй като натрупваните знания и опит повишават възможностите на човека и хората за развитие. Заедно с науката и технологиите се въвличат и изкуството, здравеопазва­нето, образованието и т.н. и потенциалът на развитието и ускоряването по принцип непрекъснато расте.

Необходими са дълбоки промени и в самото материално производство. За да става и то все повече способно да материализира научните възможности, които създава дейността и развитието на науката. Без изпреварващия растеж на научното производство не може да се създава необходимото изобилие от научни възможности за материа­лизиране. Но без бързо, макар и по-бавно от научното, развитие не може да се мине и при материалното производство.

 

* Това понятие е въведено от проф. Веселин Никифоров (вечна му памет) и касае създаване на висока принадена стойност с участието на науката и изкуството.

Ще има общо изоставане, което не е добро и затова не е желателно!

Секторите в материалното производство, които могат най-добре да поемат създаваните научни възмож­ности и най-адекватно да ги материализират. Това е индустрията и някои други сектори, които всъщност са нейни раз­новидности, каквито са строителството, транспортът и съобщенията, а също и селското стопанство. Какво е състоянието сега на нашата индустрия, годна ли е тя, ако бъде затрупвана откъм науката с огромни потоци от услуги-предложения за внедряване, да ги поема и материализира и по обеми, и по качество? Отговорът ни тряб­ва да бъде направо отрицателен!

Ако сравним сегашното състояние на сърцевината на науката - нивото ѝ и образованието ни, нивото на превръща­нето на знанията в технически и технологически решения и в умения, ще видим, че колкото и то да не ни удовлетворява, е по-добро от нивото на индустрията. Тя просто днес не е в състояние да внедрява и материализира никоя значима и съществена разработка! В науката и образованието поне имаме немалко субекти - организации, които по прин­цип могат и да произвеждат наука и да превръщат науката в техники и  технологии и да обучават работната сила и да й дават известно знание и практика. Като правило не ни липсват училища от първи до дванаде­сети клас. Не ни липсват и университети. У нас през прехода не се унищожаваха университети, а се създаваха такива! Така че проблемът ни при формирането на творческото пазарно стопанство в науката не е толкова, че няма субекти - и във формата на юридически, и във формата на физически лица, а е преди всичко в това, че те не правят наука на индустриална и на пазарна основа и не дават нужната под­готовка на учащите се за творци! В индустрията ни обаче положението е много по-назад. В този сектор през време на прехода се унищожиха голе­мите предприятия, каквито бяха почти всички предприятия преди почване­то на прехода. А от него се излезе с море от дребни предприятия, които не са в състояние да материализират масово и висококачествено научните и технологическите постижения. Но има и една друга разлика - в годността и потенциала на субектите - юридически и физически лица, в научното и материалното производство и по-специално в индустрията. Наистина юридическите и физическите субекти в научното производство са по-запазени, отколкото са тези в материалното производство. Но нали науката всъщност е творчеството - светая светих на раз­витието. А то като творчество много и много по-трудно се оправя. В твор­ческите дейности са необходими много по-големи натрупвания във вид на създаване на кадри - да речем, на учени, както и във вид на опит и традиции за правене на наука във висшите училища и в научните институти. Малко по-леко е при образованието, но и там е несравнимо по-трудно, отколкото изграждането и пускането на заводите.

От тази гледна точка определено буди тревога мащабността на мер­ките, които се кани да провежда и провежда Министер­ството на образованието и науката. То почти не говори за науката ни, за правенето на наука у нас, то почти не се занимава с невероятно големите и сложни проблеми на развитието на науката. А концентрира почти цяло­то си внимание в образованието. Но, общо взето, на доста ниско ниво. Въвеждането на две степени на средното образование - до десети клас и до два­надесети клас, е реформа, но далеч не в главните области на образованието, а за науката тази реформа има доста далечно отношение. Същото е и с въвеждането на матурите. Ако учебният процес не стане творчески и учащите се поради това не получават сериозна подготовка, то чрез матурите това само ще се вижда по-добре, но назад нещата трудно могат да се върнат. И чрез страха от матурите учащите се няма да научат кой знае колко по-добре това, което не са научили, когато са го учили. Ако обявим, че сега у нас учебният процес си е творчески, то самоизлъгването не е добър научен подход и метод. Голямото повишаване на семе­стриалните такси също е нещо като реформа. Но подобна реформа още повече ще отклони вниманието на учените във висшите училища от правенето на наука на индустриална основа. Каквато у нас няма и създа­ването и е невероятно трудно! Разбира се, заплатите на преподавателите във висшите училища трябва да се повишат! Но със средства, изкара­ни, добити от наука. В страните, в които науката се прави на индустриална основа - в университетите, си осигуряват не по-малко от 70% от всички доходи от правене и продажба на наука. От тези средства се изграждат и материална база на науката и образованието и се дават стипендии на добрите студенти, и се изплащат десеторни или петдесеторни заплати на преподавателите. По-добре  е  висшите училища да се насоч­ват с много мерки и реформи към това да правят наука и на тази основа - и образование, и да стават заможни и богати.

В белия свят най-добрите професори са най-гастролиращите, защото ги търсят навсякъде в страната и света! Трябва да се ограничава гастролирането не на добрите, а на слабите професори! Студентите отдавна са получили законовото право сами да си избират професорите, които да им преподават. Това се прави като те предварително знаят кой е добрият професор и го искат или се обявява всеки път конкурс за четене на отделните курсове и професорите, кандида­ти да четат съответния курс, се явяват на пробни лекционни изпитания. И студентите си избират! Сега гастролират тези, които имат административна власт и връзки и вземат часовете и на кадърните и най-добрите. Проблемът, че ста­рите професори избутвали младите учени е измислен проблем, с който се подменя реалният. А реалният проблем е, че при това безбожно ниско зап­лащане на учените и преподавателите млади и даровити кандидати за учени няма! Има слаби млади преподаватели, защото добрите не идват! И старите само спасяват положението. Защо в белите страни няма възрастови ограничения кой учен до каква възраст може да работи и има професори и на 90 години, които си работят и се ценят и никой не казва, че те избутват и вземат хляба на младите? Защото при реални конкурси висшите училища и научните институти ще имат такива учени, каквито им трябват! А при лесните присъждания на научни степени и звания има „учени“ колкото искаш и рядко има тук-там истински учени. Защото е така и у нас, „учени“ има колкото искаш, но няма наука. Това е работа за Министерството на образованието и науката, а не гоненето на старите професори. Една голяма част от студен­тите са пълнолетни и имат право да избират управниците си, а ги лишават от правото им сами да си избират професорите си. Изгодно за властниците в университетите и тези именно властници са опората на гастролиращите професори. Ако студентите си избират преподавателите  ще видите, че много от професорите власт­ници няма да бъдат избирани да четат.

Що се отнася до проблемите на готовността на материалното производство да прилага науката и технологиите, следва да се решат актуални и много важни въпроси, каквито са следните:

Първо! Да се прецени структурната политика на материалното производство. Негодна е формулата, че „влекачите на българската икономика са селското стопанство, туризмът и услугите“.

Второ! Да се възприеме линия и политика за реиндустриализация на страната.

Трето! Да се промени структурата на стопанските субекти в материалното производство по големини и по форми на собственост.

Четвърто, пред стопанските субекти в страната, т.е. пред предприятията в страната, следва да се предяви цяла система от държавни изисква­ния за ползване на наука на индустриална основа.

Пето! Да се усъвършенства вътрешната подсекторна структура на основните сектори в българската икономика.

 

<a name="6"></a>6. Реиндустриализацията на икономиката – повишаване на националната конкурентноспособност  <a href="#начало">↑</a>

6.1. Обективни причини за ускорена реиндустриализация на България.

• Липса на единна индустриална политика в рамките на Европейския съюз.

В Европейския съюз липсва единна индустриална политика. Тя се разработва и провежда от страните-членки на национално равнище. Следователно, в компетенцията на всяка една страна-членка е определянето на ролята и мястото на индустрията в икономиката и нейното развитие.

Общопризнат факт е, че индустрията е от ключово значение за всяка икономика. Неслучайно се говори и за една „критическа маса”, която се  разглежда като необходимо условие за стабилен икономически ръст. Затова България се нуждае от своя собствена индустриална политика, стимулираща развитието на висококонкурентно производство.

За голямо съжаление от началото на прехода през 1989 г. българската индустрия не се е разглеждала като основа на българската икономика от нито едно правителство. Отделяло се е внимание на различни стратегически направления на икономиката, но българската индустрия никога не е стояла в центъра на икономическата политика. 

Българската индустрия се намира в безпрецедентна криза. В нея се съсредоточават също така множество неблагоприятни фактори, които оказват отрицателно въздействие върху нейната конкурентоспособност.

• България е една от страните с най-висока степен на деиндустриализация през последните 25 години в света.

България е една от страните най-силно обхванати от процеса на деиндустрилизация. Констатацията на този факт дори не изисква използването на статистически данни. Хиляди са изоставените, разрушаващи се под влиянието на атмосферните условия индустриални предприятия, създаващи повече впечатление за отминали военни действия, отколкото на икономическа катастрофа.

• Българските фирми имат слабо огранизирани вериги за създаване на стойност

Българската индустрия е главно комплектуваща с нисък относителен дял в създаването на добавена стойност в крайния продукт.

В икономическата наука под създаване на стойност се разбира процесът на производство на определена стока или услуга. Пътят, който една стока преминава от нейното производство до нейната реализация на крайния потребител се нарича „верига на създаване на стойността”. Веригата на стойността описва нейното създаване чрез разграничаване на отделните фази (процеси). Типичните фази на този процес включват: научно-изследователска и развойна дейност, производство, маркетинг и реализация, следпродажно сервизиране и поддържане и в последно време все по-често преработка (утилизация) на стоката като вторична суровина.  Това разграничаване дава възможност за оптимизацията на всяка една фаза по пътя на обособяването й, диференцирането й от другите фази (процеси) и задълбочаването на специализацията в рамките на тази фаза (процес). В съвременната глобална икономика тези фази могат да бъдат обособени както в рамките на националните стопанства, така и в световен мащаб.

Модерната икономическа литература разграничава четири организационни форми на веригите на създаване на стойността:

-           йерархична (подходяща за масовото производство на продукти и услуги с ниска степен на сложност в условията на един сравнително стабилен пазар);

-           мрежова (подходяща за производството на стоки и услуги с ниска степен на сложност в условията на един динамично променящ се пазар; при тази форма участниците в бизнес-мрежата работят независимо един от друг, възможно и по различен начин);

-           модуларна (малки, лесно обозрими за управление модули работят независимо един от друг върху елементите (частите) на един продукт или услуга в условията на общо планиране, което позволява координация между отделните модули);

-           виртуална организация (висока сложност (комплексност) на продуктите или услугите, изискваща тясно сътрудничество между бизнес-партньорите по пътя на ясно разделяне на производствените задачи за използване на предимно индивидуалните поръчки). 

Това развитие води и до трансформиране на конкуренцията като форма на икономическо съперничество между отделните фирми в конкуренция между отделни национални и глобални бизнес-мрежи.

В света все повече се наблюдава една териториална специализация на отделни фази (процеси) от веригата на създаване на стойността. Енергоемки и интензивни на трудови разходи фази (процеси) все повече се прехвърлят в страни с относително ниска цена на енергията или сравнително ниско заплащане на труда, докато наукоемките, капиталоинтензивните фази (процеси) все повече се концентрират в развитите страни.

Българската индустрия се нуждае от срочно изменение и усъвършенстване на веригата на създаване на стойност, за което следва да способства преходът към управление на веригата на създаване на стойността (Supply Chain Management). В тази връзка са засилва ролята на клъстерите като форми за териториална специализация на отделни фази (процеси) на веригата на създаване на стойността. Невъзможността за територална специализация се предолява успешно с развитието на бизнес-мрежите, както в рамките на националните стопанство, така и в рамките на световното стопанство.

• Реиндустриализацията като средство за спиране на процеса на емиграция и влошаване на демографската ситуация в България.

Българската индустрия все още не се разглежда като един от най-важните средства за измъкване от дълбоката икономическа и социална криза, обхванала България. Очевидно е, че съществуващата структура на икономиката, както и изключително силната зависимост от чуждестранни инвестиции не могат да осигурят икономически растеж, който да позволи повишаване на заетостта и жизненото равнище, за да може да се ограничи, спре и направи обратим процеса на емиграция, на изтичане на най-важния производствен фактор – хуманния капитал. Страната се нуждае от висок икономически растеж. Темп на растеж, по-нисък от 4-5% годишно, обрича страната да остане остров на бедността и социалното напрежение в Европа.

• Реиндустриализацията като средство за повишаване на трудовата заетост.

рация. а на теж, който да позволи повишаване на заетостта и жизненото равнище, за да може да се ограничРеиндустриализацията ще способства за разкриването на нови работни места. Страни с висок относителен дял на индустрията в създаването на БВП като например Австрия (22,5%) имат сравнително ниско равнище на безработица - Австрия е страната с най-ниска безработица в ЕС.

Българската индустрия е изложена на остра конкуренция не само от страните на Западна и Централна Европа, но и от страна на Турция и особено на азиатските страни и на първо място Китай. Това усложнява процеса на реиндустриализация.

6.2. Реиндустриализацията в България в контекста на световната икономическа структура.

Възстановяване на здраво съотношение между реалния и финансовия сектор в икономиката

Последната банкова и икономическа криза, прераснала в Еврозоната в криза на държавния дълг продемонстрира нагледно необходимостта от възстановяване на здраво съотношение между реалния и финансовия сектор на икономиката, което в крайна сметка ще позволи да се ограничи възможността от образуването на ценови мехури в различните сегменти на пазара, пукването на които е свързано с опустошителни последствия.

Възстановяването на здравото съотношение изисква насочването на паричната маса в реалната икономика, а не инвестирането й в спекулативни финансови инструменти. Но това е само една от насоките.

Неизбежното почистването на кредитните портфейли на кредитните институции след всяка банкова и финансова криза води до рязко намаляване на обема кредитирането и по този начин задълбочава кризисното състояние на реалния сектор. Икономическата рецесия след последната банкова и финансова криза допринесе на практика до по-нататъшна деиндустриализация поради невъзможността за рефинансиране на реалния сектор. Получи се парадоксална ситуация, която е най-ярко изразена в Еврозоната. ЕЦБ увеличи рязко обема на рефинансирането на търговските банки като значително разшири кръга на ценните книжа, приемани в рамките на нейните репо-операции. Вместо да насочат допълнителната ликвидност в реалната икономика, банките започнаха да я пласират при същата ЕЦБ под формата на краткосрочни депозити, водени преди всичко от страха за внезапни смущения на междубанковия пазар, какъвто беше случаят след колапса на Lehman Brothers през есента на 2008 г. Затова възстановяването на реалното съотношение изисква и насочване на началната парична ликвидност в реалната икономика.   

Реиндустриализацията в световен мащаб ще способства за премахването на съществуващото нездраво съотношение между реалния и финансовия сектор.

Разбалансиране на световната икономика

Възникналата през последните години икономическа структура, довела до утвърждаването на Китай като „производствен цех” на света и на Америка и Европа като „консуматори” на произвежданата продукция е в процес на радикална промяна. Експортът като мотор на китайската икономика започва все по-силно да се измества от вътрешното търсене и потребление, което в крайна степен ще способства за постепенно разбалансиране на световната икономика.   

Освен това не може да се пренебрегва фактът, че относителният дял на наукоемките стоки в китайския експорт и на другите азиатски страни нараства. Това още повече ще затрудни процеса на реиндустрилизицията в Европа.

Стабилизация на трудовия пазар в дългосрочна перспектива

Стабилизация на трудовия пазар в дългосрочна перспектива в развитите страни не може да бъде осигурен от сектора на услугите.  

Повишаване на националната конкурентноспособност

 В България вече бе правен опит за индустриализация. Но деиндустриализацията ни върна много назад. Не че сега у нас няма никаква индустрия. Остана по нещо. Друго пък се съживява. Трето никне като нещо ново. Но все пак това, което сега имаме в индустрия­та, не е годно да революционизира в материално-технически смисъл и самото себе си, и особено останалите сектори на материалното и научното производство. Липсата на завършена индустри­ализация на страната, отсъствието на една висока индустриална развитост на икономиката ни си казва своята тежка дума: произ­веждаме твърде малко материални продукти на човек от населението, до­ста нисък ни е стандартът на живот, има нерешени остри социални проб­леми, стоките ни не притежават международна конкурентоспособност, имаме немалки проблеми с външния си дълг и т.н.

Липсата на висока индустриална развитост на страната, отсъствието на една несъмнена индустриализация на страната има  голямо значение.

Вече приведените досега доводи в полза на реиндустриализацията са най-малко три.

Първият от тях е, че щом науката открива във формата на научни продукти съществуващи в действителността възможности за материализиране, че щом то изобретява научни продукти на несъще­ствуващи в готов вид възможности за превръщането им в материалности и че щом науката открива и изобретява научните продукти на възможностите, на начините за материализация на тези предмети на различните видове възможности, значи, че то създава работа преди всичко на индустрията. Защото индустрията, това е преди всичко прила­гането на изобретени от човека начини за въздействия върху реалните, материалните неща за превръщането им в материални продукти и услуги. При селското стопанство пак имаме ма­териални въздействия върху материални реалности. Но докато при индус­трията материалните въздействия са въздействия на неживи материални средства върху неживи (като правило) материални обекти на въздействи­ята, то при селското стопанство  се въздейства с неживи и крайно рядко и с живи средства върху живи предмети - расте­ния, животни, микроорганизми. В най-широк смисъл на думата всъщност цялото човешко производство има два сектора - селско стопанство и индустрия. И разновидностите на тези два вида сектори увеличават общия брой на секторите на материалното производство. Например освен типичното селско стопанство има още горско стопанство, лов, риболов, съби­ране на диви плодове, гъби и т.н., които са разновидности на селското стопанство. А при индустрията имаме вододобив, водна сила и добив на енергия от нея, рудодобив, дърводобив, нефто- и газодобив. Даже и строителството, транспортът, съобщенията и търговията всъщност са си своеобразни индустриални сектори. Така че духовното производ­ство създава работа по материализацията на образите, които създава и за селското стопанство, и за индустрията. Но в сравнителен план много по­вече на индустрията, отколкото на селското стопанство. И то не само за­щото мъртвата природа е несравнимо по-голяма, отколкото животът и в този смисъл предлага повече възможности за ползване, но и защото тя, мъртвата природа, е и много по-проста от живата и в този смисъл съдържа по-достъпни за откриване или изобретяване възможности, които по-на- татък да се материализират. И тъкмо затова бързото развитие на науката и превръщането на научните знания в механизми, техники, технологии, синтез и създаване на вещества, суровини и материали е и бързо развитие на индустрията. Бързото нарастване на създаваните творчески услуги всъщност е и бързо развитие на индустрията. И съюзът „наука-индустрия“ става могъща сила на икономическото развитие. И това по най-нагледен начин се вижда от практиката на развитите индус­триални страни - малки и големи.

Вторият аргумент в полза на неизбежността на индустриализацията при нормалните страни, т.е. при страните, които не са изключение или „екзотика“ по своя характер, е, че именно индустрията е производителят на най-масовите и най-добрите помощни средства на човек каквито са средствата на труда и предметите на труда. Инструментите, апаратите, машините, системите от машини, линиите, конвейерите и т.н. са продукти именно на индустрията. И който иска  да се развива бързо и да богатее силно, той трябва да развива индустрията, да се индустриализира, защото тя чрез създаваните от нея средства и предмети на труда, чрез произвежданите помощни средства на човека, тя гарантира висока производителност и обилно и качествено производство, както и международна конкурентоспособност.

Третият аргумент в полза на индустрията е, че развитието няма изчерпване. Нещо повече, колкото по се индустриализира една страна, толкова при равни други условия, тя става по-способна да материализира все големи и все по-добри научни образи, идващи откъм науката и технологическото творчество, във все повече и все по-добри материални продукти и услуги. Изобилието на продукти и услуги тръгва от науката и технологическия прогрес, но придобива материален израз в индустрията.

Към тези три аргумента в полза на индустрията могат да се добавят поне още два, също важни и с фундаментално значение. Четвъртият аргумент е, че без индустрията брутният вътрешен продукт на една страна е кух. Кухостта в този случай се изразява в две главни неща. Едното е, че е нисък делът на творческите услуги в него. Ако се направи сравнение между структурата на брутния вътрешен продукт у нас сега с този на САЩ или Швейцария, ще се види, че докато у нас делът на услугите в брутния вътрешен продукт е около 51%, то в тези страни той е много голям - около 75%. Като че ли американският или швейцарският брутен вътрешен продукт е по-кух от нашия? Не бива да се заблуждаваме! Защото, докато обемът и делът на творческите услуги в САЩ или Швейцария  е неимоверно голям, то у нас той е нищожен. Творческите услуги са най-ценното и най-скъпото нещо. Защото тези име услуги са пряк продукт на творчеството. И защото тези именно услуги като се материализират, осигуряват огромна производителност, страхотно качество и разнообразие на материалните продукти и услуги. В САЩ например, като правило, не се произвеждат обувки, платове, дрехи, радиоапарати, хла­дилници, домашно обзавеждане... Това са прости продукти, струват мал­ко и могат да се произвеждат с по-евтин труд в Китай или даже в Европа - що се отнася до облекло и обувки, или пък в Япония - що се отнася до фотоапарати, радиа и телевизори. Вместо тези прости продукти за САЩ и Швейцария те произвеждат сложните, скъпи и съвършени продукти, като оборудване за научни изследвания, високо технологично оборудва­не, софтуер, хардуер, роботи, лекарства, ваксини, изкуствен интелект, оръжия, космическа техника и т.н., и т.н. И брутният вътрешен про­дукт на САЩ е пълен с много и много творчески услуги и с много и много най-висококласни материални продукти и услуги. Този износ е невероятно скъп, защото творческите ус­луги са най-ценното нещо. Той осигурява безпроблемно обслужване на вся­какви външни дългове, особено що се отнася до САЩ.

У нас е просто обратното - пълно е с нетворчески услуги, пълно е със стандартни услуги и особено с елементар­ните, свръхпростите услуги на вътрешната търговия, закусвални­те,  ресторантите, туристическите ни услуги и т.н. Те не дават богатство. Продуктите ни са същата марка: прости. С прости услуги и с прости продукти не може да си богат и не може да си покриваш вноса с износ, който няма с какво да се напълва. Нещо повече: ще бъдеш удавен от дефицити. И само дефицитите няма да бъдат дефицитни. Затова именно у нас е налице феноменът: уж числата за обема на брутния ни вътрешен продукт не са чак толкова малки, пък с парите си купуваш твърде малко продукти и услуги и не можеш да си осигуряваш живота. За слабия ни бизнес това може да е добре: той срещу нищожно прости продукти и услуги получава не нищожни печалби, защото прераз­пределя чрез цените, но за страната и наемните това не е никак доб­ро. И то няма как да се промени освен с всичко предложено дотук, още и с реиндустриализацията. Не трябва да се заблуждаваме, че имаме добра хранителна индустрия. Обратното - тя гъмжи от неудачи и проблеми. В България - майката на киселото мляко, се произвежда и налага кисело мляко не на основата на българските млечно-кисели бактерии, за да е леко и лесно за npoизводителите и за търговците, т.е. за да не им се вкиселява киселото мляко при стоенето му в складовете и магазините, докато се продаде. Прясното мляко сега у нас се заквасва  не с българските млечно-кисели бактерии, а с чуждестранни. Българските кренвирши се правят от сухожилия, кожи, мляни кости, мляна перушина и тем подобни „cyровини“. А се рекламира, че кренвиршите са от месо! Или да вземем сирената и кашкавалите. В сиренето се слага прекалено много сол и съдържа много вода. Кашкавалите също са оводнени. Хранителната индустрия трябва да ни храни, а не да ни вреди Леката ни индустрия работи изцяло на вносни суровини и материали. И е нискодоходна. Поне една част би следвало да се основава на български суровини.

Петият аргумент е, че без индустриализация масовата култура на населението си остава твърде ниска. Даже и в средните и висшите учил ща да учиш нови и важни работи, щом после в живота ще работиш елементаризми, то наученото излинява, изпарява се, изчезва... И обратното, щом практиката и икономиката ти  е развита, то наученото в училище се оказва недостатъчно и трябва да се учи още и още, да се учиш през целия живот. Но това е нещо друго... То е продукт в особено големи размери от наличието на индустриализация. Не случайно се казва, че индустрията е направила и прави много повече за масовата техническа грамотност на населението, отколкото училищата. Защото без такава култура в  индустриалните държави не можеш и крачка да направиш.

Индустрията е твърде крупна  и крайно трудна и отговорна задача, за да си мислим, че тя се свежда само до това да се досетим, че трябва да се индустриализираме. Нужни са сериозни промени, нужни са значими, съществени реформи, включително и индустриализацията ни. И тъкмо защото става дума за толкова дълбоки и всеобхватни промени, то те неизбежно ще променят и нагласите ни, и рефлексите ни, и автома­тичните ни реакции, и поведението ни. Тези, дето ни съветват да си сме­ним чипа, т.е. начина на мислене и реагирането ни, забравят, че най-напред трябва да сменим условията и факторите, които пораждат, поддържат и развиват по-нататък чиповете. Затова при разпределителното и преразпределително пазарно стопанство, а оттам и преразпределителното общество автоматичната реакция е при всяка обстановка да мислиш как да откраднеш нещо и да останеш невредим. А при творческото се иска при всяка обстановка да мислиш как да създа­деш ценност и да й вземеш реалната цена.

Нужно е и държавата, и обществото да осъзнаят, че не бива по­вече да гледат как лошите неща стават масово и безспир. Например не бива повече да се гледа само и най-много, че във вътрешната ни търговия се насочват толкова много ненужни за етапа, на който се намираме, капитали и инвестиции. Правят се луксозни и свръхлуксозни магазини. Инвестиции за про­дажба в блестящи магазини на крайно прости, на елементарни, че често и вредни стоки. А в същото време производството на добри стоки е обрече­но на изоставане. Селското ни стопанство е доста позакъсало и се чуват особено много стонове. То не може да осигури производителното и ефективно използване на земята. Колко много земя вече дълги години не се използва. И се произвежда само пшеница, защото е най-лесна - нужна е скромна механиза­ция и ранно узряване, за да мине без поливане. Е, хляб имаме, разбира се! А фуражи? Внасяме ги. А плодове и зеленчуци - внасяме ги. А варива­та - и тях твърде много внасяме. А млякото и месото, то никак не стига откъм рационалните норми на потреблението. Собствениците на земята получават нищожни доходи. И арендаторите са недоволни. И кооперациите са слаби. И технологията отсъства. Това не бива да се търпи и трябва да се отпуши с промени, с мерки, с реформи! И привличане на капитали. На фона на бедното ни селско стопанство продажбата на унила селскостопанска продукция изглежда бутафорно. И капиталите без­мерно се насочват все повече и повече към търговията.

И при индустрията е същото. На българските индустриалци като правило им е  много трудно. Защото нямат капитали да технологизират производството си. А капиталите отиват в търговията и се въртят твърде много във финансовата сфера. От богатите хора на България няма такива, които да са забогатели от производство - било индустриално, било земеделско. Америка, Швейцария, Германия, Норвегия и т.н. са най-напред висо­копроизводителни държави и след това са и финансови сили. Финансови държави без производство е екзотика!

У нас обаче капиталите, инвестициите бягат от производството и се занимават с обръщение, разпределение и преразпределение. Очевид­но е, че и това трябва да се промени с реформи. Една от много важните, от които е индустриализацията на страната.

Щом търговията е толкова лесна и доходоносна, да не бягаме от нея. Нали ни дава пари, тогава с парите ще си внасяме каквото ни е нужно? Не може, защото от дребната търговийка, каква­то е българската, се изкарват малко пари. И се плащат малки заплати. А с тях се живее трудно - било като се внася, било като се купуват калпавите български стоки. А печалбите от всевъзможните вериги, молове, дискаунтъри и тем подобни печелят много, не ги инвестират в производството.

Пазарът е велика сила. Тя насочва стопанските субекти, като им показва къде какви изгоди и неизгоди има. И от пазарна гледна точка е правилно, че капиталите се насочват към вътрешната търговия, ресторантьорството, а вече и в туризма. Затова освен пазар има и държава и общество. И те могат да регулират за определено време със съответни мерки, могат да пренасочват интересите. Дайте огромни преференции субсидии на селското стопанство и на съответни сектори от индустрия- и нещата ще се променят. И когато се променят и улегнат, мерките се отменят. Та нали така ЕС си осигури собствена хранителна независимост. Ще трябва да си осигури и собствена научна и индустриална независимост.

<a name="7"></a>7. Устойчив растеж на българската икономика  <a href="#начало">↑</a>

 

За новите секторни насоки на новата индустриализация на България и за необходимата ни чуждестранна помощ.

 Ролята на индустрията в съвременната икономика

 Независимо, че през последните десетилетия относителният дял на индустрията в създаването на БВП намалява, тя си остава моторът на съвременната икономика. Това се дължи на факта, че тя в най-значителна степен способства за повишаването на производителността на труда, за развитието на научно-изследователската и развойна дейност и има мултиплициращ ефект върху всички други отрасли на икономиката.

За намаляването на относителния дял на индустрията в създаването на БВП за сметка на сектора на услугите има обективни причини. В основата на този процес е една дългосрочна тенденция в сферата на личното потребление. С увеличаването на личния доход се увеличава потреблението на услуги при едновременно намаляване на потреблението на произведени стоки. Тази тенденция е особено ярко изразена в развитите страни. Освен това поради местния си характер, услугите не са подложени на остра конкуренция, какъвто е случаят с индустрията. Също така се наблюдава и слаба еластичност между потреблението на услуги и техните цени (повишаването на цените на услугите не води автоматично и в значителен размер до  намаляване на потреблението в сферата на здравеопазването, образованието и правните услуги; същото важи и за услугите, ползвани от фирмите във връзка с информационното обслужване, счетоводството, одита, юридическите услуги, други професионални бизнес-услуги). Това дава възможност на сектора на услугите да поддържа сравнително високи цени и възвращаемост на инвестирания капитал. За увеличаването на относителния дял на сектора на услугите в създаването на БВП способства и специализацията в индустрията, която ускорява и процесите на аутсорсинг (outsourcing) на услуги.

Индустрията е много мобилна и може лесно да бъде премествана в зависимост от икономическата изгода, която може да й продостави една по-благоприятна от гледна точка на цената на факторите на производството и данъчното облагане околна среда.

Проблемът в Европа е, че мобилността на индустрията достигна такова ниво, което по същество застрашава цялата икономическа структура и дава достатъчно основания да се говори за „деиндустриализация” на континента.   

 

Новите секторни насоки на новата индустриализация на България

Секторната структура на всеки от отраслите на икономиката и съот­ветно на всеки от отраслите на научното и материалното произ­водство има огромно значение. То се състои преди всичко в това, че подборът на секторите, характеристиките им, съчетанието им и вза­имодействието между тях определят потенциала, т.е. възможност­та, която съдържа в себе си тази структура да осигурява едно или друго развитие на отрасъла и на въздействието му за развитието на другите отрасли и на икономиката и обществото като цяло. От кол­кото по-активни, по-продуктивни, по-ефективни и конкурентоспо­собни сектори се състои даден отрасъл, с толкова по-големи възмож­ности ще разполага той за по-доброто си собствено развитие, както и за подпомагане на развитието на другите отрасли. И обратното. Затова е много важно не само дали имаш даден отрасъл и дали той е много важен сам по себе си или не, но и това каква е вътрешната му структура, от кои сектори се състои, в състояние ли са те да използват съществуващите условия за развитие и да създа­ват нови още по-добри условия, ефективно ли са съчетани те и максимално ли си взаимодействат. Както и каква роля играят те за соб­ственото развитие на отрасъла и за подпомагане на развитието на другите отрасли в икономиката.

Едно нещо е обаче да става дума за съществуващо положение в смисъл дали го има в действителност даден отрасъл и каква е реалната му секторна структура и друго нещо е, когато става дума за това каква да бъде бъдещата секторна структура на съответния отрасъл. При първия случай имаме една даденост и въпросът е да я анализираме и оценим дали ни удовлетво­рява или не и какви промени да внасяме в нея в бъдеще, ако такива са нужни. . Друго нещо е, ако отрасълът е малко развит, не е заел пълноценното си място, не изпълнява ролята, която може да изпълнява, и тепърва трябва да се изгражда и разраства. Тогава въпросът стои не толкова да се оценява това, което е налице в отрасъла, колкото какво да бъде онова, което трябва да се създава като сектори в него.  У нас въпросът относно индустриализацията ни стои тъкмо така - да оценим онова от отрасъла, което имаме, и какво да правим по отношение на него и най-вече и преди всичко - да опре­делим вярно онова, което трябва да се създава в отрасъла.

Възниква въпросът от какво трябва да изхождаме, за да опреде­лим добре и какво трябва да правим с онова от индустрията, което имаме, и кои сектори да създаваме от нея, които нямаме, но които би трябвало да имаме? Отговорът е: най-малкото от две противополож­ни гледни точки. Едната е какви условия имаме за развитието на индустрията у нас, а другата е - какви възможности ни дават пости­женията на науката в света и у нас за едно високоефективно и високоприносно развитие на съответните сектори на индустрията, както и какво показва опитът на развитите индустриални държави - те накъде са се насочвали досега и те накъде се насочват сега, както и накъде се очаква те да се насочват в предстоящото си бъдеще. Съпоставката на двете тези противоположни гледни точки най-напред ни казва, че ние сме малка страна и нямаме възможности и ресурси не само да развиваме всички индустриални сектори, но дори и само до­ста значителна част от тях. Ние просто трябва да се специали­зираме, но в специализацията си да израснем индустриално, научно-технически и технологически, ефективно и конкурентоспособно. Самата тази постановка е вече важна крачка напред към решаването на въпроса, но заедно с това естествено е и недостатъчна.

Следващата крачка е да си отговорим на въпроса какви възмож­ности имаме откъм суровинно-материалните ресурси за развитието на индустрията? И отговорът е: не че нямаме никакви суровинно- материални възможности. От досегашната им проученост се знае, че нито са много по видове, нито са доста добри по количество и каче­ство. И опитът, натрупан от досегашната им експлоатация, сочи, че поне при сегашните виждания не са за предпочитане. Затова засега не бива повече да се въвличаме в техния добив и преработка. Стига ни онова, което имаме за добив на мед, олово, цинк и някои други суро­вини и материали. Добиващата индустрия у нас не е за форсиране. Другите ни природни дадености за промишлени суровини и материали още повече  не са за форсиране при сегашните условия. Тогава да ги внасяме ли? Не, по-добре е да не развиваме за обозримото бъдеще високоматериалопоглъщащите сектори на индустрията!

Нашите природни дадености са много по-добри за производството на селскостопански продукти и по-специално за плодове - ябълки, круши, праскови, кайсии, дюли, ягоди, малини, къпини, боровинки, орехи, бадеми и лешници. Имаме много добри условия и за производство на зеленчуци: чушки, домати, краставици, зеле, марули, праз, кромид, чесън, репи, голии, киселец, лапад и др. Добри условия имаме и за някои основни варива - боб, бамя, грах, моркови, картофи. Добри са условията за слънчоглед и някои други маслодайни растения. Много добри условия има за билки, подправ­ки, полски и горски чайове, полезни треви, растения и храсти. Така че мо­жем да бъдем производители от всички посочени продукти и за свежа кон­сумация и за преработка в една хранителна индустрия. Можем да бъдем и добри животновъди и на животновъдни продукти.

Освен природни ресурси за развитието на индустрията, голямо значение имат и капиталовите ресурси. Тук не можем да се похвалим с нищо особено, поне засега. Защото много обедняхме, спестяванията ни още не дават грамадни суми. Все още не сме и достатъчно привлекателни за при­ток на чуждестранни капитали, особено на непреките, на заемните инвес­тиции от чужбина. Защото преките чуждестранни инвестиции освен доб­ри имат и немалки и важни неблагоприятни страни.

Какво сочи международният опит и науката по отношение на раз­витието на индустрията. Те недвусмислено показват, че ветрилото от ин­дустриални сектори, продукти и услуги се разтваря. Откъм единия си по­люс то неудържимо се разтваря към миниатюризацията, микроминиатюризацията, нановизацията и т.н. А откъм другия си полюс ветрилото се отваря към гигантоманията. Създават се все по-мощни, по-едромащабни и все по-силови машини и системи от машини и съоръжения. А средата на ветрилото все повече гъмжи от нови индустриални изде­лия със средни габарити. Като се отдава все по-голямо значение на доб­рите храни, на добрата профилактика и хигиена, на здравословните до­бавки към храната, на все по-добрите лекарства, ваксини и укрепващи здравето апарати за гимнастика и начини за по-голямо общуване с чиста­та, девствената природа. А у нас такава има в немалки количества откъм планините и тяхното залесяване. А науката, която лежи в основата на всичко това, особено силно акцентира на технологичността - да се про­извежда все повече с все по-добри техники и технологии на всички фронтове на икономиката. Високата технологичност просто е ярка черта на съвременните индустрии по света.

Народонаселението също е изключително важен ресурс и всъщност най-важният. Българското народонаселение като всяко друго има някои много добри характеристики, но и немалко негативни качества. Що се отнася до положителните, то с особена сила се открояват няколко. От прабългарите сме наследили абстрактното, логическото мислене, правенето на стратегии и визии, формулирането на цели и задачи, силно чув­ство за държавност, държавна организация, политика и управление. Не може да бъде случайност, че на толкова много световни и регионални математически олимпиади през толкова много години печелим първи и други престижни места. Това устойчиво явление е показателно. Можем да бъдем добри математици, инженери, учени, конструктори. От славяни­те пък сме наследили красота, стройност, емоционалност, артистичност, поетичност, художественост в занаятите, бродериите, дизайна, поезията, песента. Най-вероятно косвено, но чрез едни или други кръстоски с мест­ното тракийско и ромейско коренно население сме получили и художествените и песенните гени на траките. И българите от онези стародавни времена обладават несъмнен песенен талант. И международните конкур­си сочат, че масово печелим призовите места. Та нима е случайност, че из оперните театри на цяла Европа и извън нея гастролират български певци и певици. И така откъм човешкия фактор разполагаме поне с три талан­та - мисловност, художественост, музикалност. Струва ми се, че съм чел или слушал, че българската народна песен е единствената с неравноделен такт, което я прави зашеметяващо привлекателна и емоционално възбуж­даща... Но да не се самоупояваме от талантите си. Имаме и толкова велики проблясвания и толкова дълбоки пропадания. И е необходимо да използваме толкова силните си таланти и  да воюваме с толкова сериозните си слабости!

И оценявайки ресурсите, с които разполагаме за развитието на индустрията у нас, естествено възниква въпросът - като нямаме възможност за големи добиви на толкова суровини, материали, енергия и като вносът им е труден и скъп, то не си заслужава да развиваме високоматериалопоглъщаща индустрия. И като имаме подчертана мисловност, концепционалност, стратегичност, не си ли заслужава да се ориентираме към най-широкото развитие на информатиката, на информационните технологии. Такива по-конкретно могат да бъдат многоспектърни действия, произвеждания на софтуерни продукти. Така че цял крупен индустриален сек­тор у нас може да бъде конвейерното правене на софтуерни решения. Освен всичко друго това може да стимулира завръща­нето у нас на много българи, развили се и утвърдили се вече в чужбина, да дойдат, да получат преференции, да основават и развиват фирми, осо­бено взаимосвързани, за производството на софтуерни продукти.

Хардуерът е материализация на софтуе­ра. И е специализиран потребител на материали - скъпи и важни, но в него­леми материалнопоглъщащи количества. Още повече че в България има прекрасни находища на силиций. Всъщност ние си имаме наша Силиконова долина. Вярно е, че силицият вече не удовлетворява. И науката търси други по-добри решения. И те вече прозират. Но и да се премине към нови­те решения, към нов материален носител на интегрални схеми - ще го ку­пуваме и пак ще произвеждаме интегрални схеми. А все пак не е известно дали и ние не бихме могли да го произвеждаме. Защото все пак софтуерът за хардуера е водещо нещо. А че сме добри софтуеристи е факт. И всички български софтуеристи, които отидоха на работа в Америка, не са се по- срамили. Напротив, говори се за тях! И не случайно стана така, че се смята­ше, че българите са най-добрите създатели на компютърните вируси...

И софтуерът, и хардуерът са своеобразни бази на изкуствения интелект. Най-развитите фирми и държави в света работят в областта на изкуствения интелект. И като имаме таланти, защо да не участваме и ние с разработки и решения в тази област. В тази насока стои и разви­тието на роботиката. Имитациите на хора стават все повече и все по­добри. Но изкуственият интелект акцентира на мисловната част. Човеци­те се раждат с някои вградени програми - например инстинктите, които имат и животните. Но и със способност за самопрограмиране при реал­ните условия и даже да се препрограмират. Ето това качество за програ­миране и препрограмиране в съответствие с реалните условия и тяхното изменение, за да се вземат решения и да се постигат цели и задачи, е интелектът и по-точно - важна част от интелекта. И изкуственият инте­лект е имитация на това качество на човека. Може да се създа­ват изкуствени интелекти, които да са цялостно по-добри от създателите им - хората. На тази основа разцъфтява индустрията на роботите. И трябва да се настаним в тази област.

Роботиката се нуждае не само от софтуер и хардуер в лицето на про­грамните обезпечения и на интегрални схеми, чипове. Тя се нуждае и от други твърди части. Такива в голяма степен са пневматиката и хидравли­ката като елементи на работните им органи. Така че и това може да бъде важен индустриален сектор, подходящ за нас. Голямо значение има и про­изводството на управляващи устройства на работните процеси на маши­ните и съоръженията. И тук е нужен софтуер и хардуер. Както и съответ­на техника и механика.

Подходящо нискоматериалопоглъщащо и високосъздателно на голе­ми стойности е и производството на субстанции за лекарства. Както и производството на самите лекарства. Лекарствената химия е много под­ходящ сектор за българската нова индустрия. Същото е положението и с ваксините. Те искат научни изследвания, експерименти и създаване. Под­ходящо точно за нашите условия! А и сме доказали на практика, че можем да създаваме нови лекарства и нови оригинални ваксини. Подходящо индустриално направление следва да бъде за нас и производството на сред­ства за хигиена, профилактика, лесни почиствания, дезинфекции и т.н. А така също и всевъзможни козметични средства.

Твърде мащабно би трябвало да бъде създаването на музикалната индустрия в България. Нашите таланти в музикалната област би трябвало да намерят най-широка индустриална реализация. Ние бихме могли при добре обмислена и реализирана програма да заливаме света с българска, балканска и световна (на другите страни) музика. А науката и инженер­ната ни мисъл трябва да се заемат със създаването на подходящи носите­ли на музикалната продукция.

Всичко казано дотук очертава едно доста ново лице на новата ни българска индустриализация Но тя не може и без класиката: машиностроенето, малкотонажната химия, химията на силно ак­тивните биологически вещества, на микробиологията, на генното инженерство.

Не бива да забравяме полезната и нужната ни индустриална класика, като електромоторите, особено малогабаритните и свръхмалогабаритните, нужни за управляващите устройства и пнев­матиката и роботиката. От класическото машиностроене условия­та в България изискват да развиваме производството на пътностроителни машини - пътищата при българските терени са проблем и за създаването и за поддържането им - някои видове селскосто­панско машиностроене, като универсални трактори, плодоберачни и зеленчукоберачни машини, машини за поливното земеделие, ма шини за хранителната индустрия, медицинско машиностроене, приборо- и уредостроене за контрол на технологическите процеси, както и за научни и учебни цели. Едва ли можем да минем и без автомобилостроене, особено за универсална семейна кола и лекотоварна кола за масови транспортни услуги.

А какво да правим с индустриалните сектори, които вече имаме и работят? Те са индустрията ни за шити и трикотажни облекла, за обувки, хранителната и мебелната ни индустрия, както и индустрията за домакин­ски и кухненски потреби. Но е необходимо решително да ги иновираме. Става дума за иновиране солидно, висококласно и високотехнологично, както и художествено-естетично. Що се отнася обаче до хранителната ни индустрия, то там работата е много по-дълбока. Тази ни индустрия сега е на доста ниско ниво. Тя произвежда най-много ментета в страната. Едва ли има нормален продукт от сегашната ни хранителна индустрия. Тук е нужна революция под жесток контрол. Не можем да минем без Агенция по контрола на храните и лекарствата.

Властите в ЕС, а и в други страни да съдействат техните най-напреднали фирми да създа­дат у нас предприятия, фабрики, заводи от най-последна дума, която я имат фирмите при тях. Постижения от вчерашен ден не ни трябват. Нуж­ни са ни новости от първа ръка - правени за пръв път.

Освен всичко друго тук развитите предложения както за започване и осъществяване на реиндустриализацията на България, така и за нейната секторна насоченост ще възбуждат и силни потребности от наука, от на­учни решения. На тази  основа освен предлагането на наука откъм преустройството на висшите ни училища ще се появи и сериозно търсене на съответни научни решения. И ще се съдейства с огромна сила за фор­мирането на пазар на науката и технологиите. Реиндустриализацията просто ще създаде реално силния, могъщия съюз на науката с индустрията и на индустрията с науката у нас!

Наред с всичко друго новата индустриализация на България не само ще стимулира завръщането на израснали вече български софтуерни и хар­дуерни специалисти в чужбина да разгръщат дейността си в България, но да бъдат привлекателен център да ненапускат страната онези, които се подготвят у нас. Ако тези неща не се осъществят, подмяната на състава на нацията ще продължи - подготвените ще бягат, а ние ще привличаме неподготвени. Защото са евтини! И тези процеси оправдани ли са? Тряб­ва да се разбере, че не може без нова българска индустриализация: проблемите ще нарастват, има опасност от фи­нансова дестабилизация и лоши прояви на бедността и безперспективността... Имаме сили да разберем кой е пътят ни при осигуряване на развитието на икономиката! 

 

<a name="8"></a>8. Реиндустриализация и постигането на висока индустриална развитост на България - могъщ фактор за преодоляване на бедността и стимул за забогатяване на населението  <a href="#начало">↑</a>

Проблеми на българската индустрия

• Инвестициите в българската индустрия имат спонтанен, стихиен характер и са крайно недостатъчни по обем

Инвестициите в българската индустрия са крайно недостатъчни, което в крайна сметка води до структурна небалансираност на икономиката. Наличният национален капитал не се насочва целенасочено в индустрията, а предимно във финансовия сектор. Въпреки факта, че България е най-бедната страна в Европейския съюз тя все още изпитва огромен отлив на капитал в чужбина, което на практика ограничава възможностите за инвестиции в страната.

• Висока цена на енергията

Цената на електроенергията е сравнително висока.

Българската индустрия страда в значителна степен от относително високите цени на електроенергията. В сравнение с цените в другите страни-членки на ЕС цената на електроенергията е относително ниска, но за българския производител тя е много висока. (В Европа цената на електроенергията се е повишила с около 30% за периода 2005 – 2013 г., докато в САЩ тя се е понижила с 4% благодарение на добива на шистов газ.)

Въобще цената на енергията в ЕС е твърде висока. За периода 2005 – 2013 г. тя се е повишила с около 30%, докато в САЩ тя се е понижила с 4% благодарение на добива на шистов газ. Това дава възможност на САЩ да привлича все повече чуждестранни инвеститори през последните години. Така например, германският концерн Siemens има повече служители и работници в САЩ, отколкото в останалата част на света. 

Не следва да се подценява опасността, че по-нататъшното повишаване на цената на електроенергията може да започне да отблъсква чуждестранни инвеститори. 

Няма да е преувеличено да се твърди, че реиндустриализацията на българската икономика е невъзможна без нова енергийна политика. Провежданата през последните години доста амбициозна екологично ориентирана политика напълно пренебрегва опасността от силно отрицателно въздействие върху конкурентоспособността на българските стоки в резултат на рязкото повишаване на цената на електроенергията. От една страна, беше направен сериозен опит да се ограничи зависимостта на страната от внос на енергоносители. Но от друга страна, енергията, добивана от въозобновяеми източници се оказа изключително скъпа. Освен това нейното производство има подчертано неустойчив характер в резултат на непостоянството на времето и климата, което излага снабдяването с такава енергия на значителен риск. Затова енергийната политика следва да бъде преосмислена, за да има положителен ефект върху индустрията. Тя не може да бъде определяна или формирана на основата на пренебрегване на пазарните принципи и механизми. Без нормализация на равнището на цените на енергията една успешна реиндустриализация, и особено в енергоемките отрасли е малко вероятна.

• Висока цена на природния газ

Общоизвестно е, че конкуретноспособността на европейската индустрия в средносрочна перспектива ще зависи в значителна степен от цената на природния газ.

През 2011г. цената на природния газ в САЩ е била с 40% по-ниска от тази в Китай и 85% по-ниска от тази в Индия.

Затова реиндустриализацията на българската икономика зависи от обезпечаването на значителна икономия на суровини и енергия.

• Рязко намаляване на средствата на научно-изследователска и развойна дейност

Тук следва да се спомене, че Лисабонската стратегия предвижда превръщането на европейската икономика във водеща наукоемка икономика в света. Реалността е обаче съвсем различна от желанието. Средствата използвани за научно-изследователска и развойна дейност намаляват.

Процесът на превръщане на знанието в технология и технологията като обект на инвестиция е труден и продължителен, но в повечето случаи подлежи на ускорение. Европа разходва значителни средства за наука и изследвания, но процесът на внедряване резултатите на научните изследвания е все още труден и продължителен.

• Недостатъчно високо ниво на образованието

Едновременно с високото равнище на безработица и особено сред младежта в Европа и Америка има огромно търсене на квалифицирана работна ръка. Все още образованието не може да се концентрира върху т.н. STEM (science, technology, engineering and maths - наука, технология, инженеринг и математика).

 

Ролята на държавата в процеса на реиндустриализацията

В Европейския съюз господства мнението, че ролята на държавата следва да се ограничи в създаването на благоприята бизнес-среда и бизнес-климат и осигуряването на условия за свободна конкуренция между участниците на пазара. Но практиката показва два сравнително противоположни подхода. Доката в Германия и Австрия, например, ролята на държавата е да осигури висока конкурентоспосбност на бизнес-средата, то във Франция държавата интервенира на пазара и оказва подкрепа както на отделни сектори на индустрията, така и на отделни предприятия.

Прави впечатление, че независимо от индустралния сектор големите фирми са генераторите на иновации. В тях се създават около 90% от всички нови технически и технологически решения. Ролята на малките и средни предприятия е сравнително ограничена. При възникналата индустриална структура в процеса на прехода в България с доминиращо място на малки и средни предприятия съществува сериозно съмнение, че без намесата на българската държава едва ли ще се постигне техническо и технологическо превъоръжаване на българската индустрия и ускоряване на процеса на реиндустриализация. 

Нова индустриална политика като най-важно условие за ефективна реиндустриализация на България

Понятието индустриална политика има многобройни дефиниции и интерпретации. Под индустриална политика се разбира всеки вид на интервенция или правителствена стратегия с цел подобряване на бизнес-средата или структурата на икономическата активност по посока на сектори, технологии и задачи, които в крайна сметка способстват за ускоряване на икономическия растеж и подобряване на благосъстоянието.<a href="#_ftn1">[1]</a>

Според степента на намеса на държавата индустриалната политика използва различни инструменти. 

• Според принципа на свободния пазар, на laissez-faire, няма място за индустриална политика, тъй като пазарът се регулира от само себе си. Ролята на държавата се свежда до създаването на оптимална нормативно-правна уредба за функционирането на пазара и свободната конкуренция, както и осигуряването на финансова стабилност;
• Според традиционната концепция индустриалната политика се базира на държавна помощ и не изключва присъстието на държавата като субект в стопанската дейност, включително и прилагането на метода на одържавяване в случай на необходимост. Тази концепция изхожда от това, че понякога пазарът не може да функционира ефективно и се нуждае от определени корективни действия от страна на държавата. Исторически погледнато, изборът на предприятията, получавали държавни помощи (директно и индиректно чрез данъчни облекчения) се осъществяваше по сравнително неясни критерии и до голяма степен се диктуваше от политически, чисто партийни интереси. Това често се използва като аргумент срещу привържениците на провеждане на индустриална политика;
• Неокласическият подход към индустриалната политика има претенцията да коригира несъвършенствата във фунционирането на пазара. Това се осъществява чрез оказването на пряка финансова помощ и създаването на икономически стимули за развитието на определени сектори от индустрията, както и прилагането на протекционистични мерки (на първо място следва да се спомене помощта при създаване на нови предприятия и особено от млади хора, на клъстери и бизнес-конгломерати);
• Индустриалната политика на концепцията на новия икономически растеж се базира на използването на технологичните ресурси и има за цел да подпомага с държавни средства научните изследвания и развойната дейност, развитието на технологиите и образованието;
• Системната индустриална политика има за цел да реши проблемите на взаимодействие между индустрията и държавата.

 

Както вече беше посочено, в рамките на Европейския съюз липсва единна индустриална политика. Тя е в компетенцията на националните правителства. Европейската комисия предвижда повишаване на относителния дял на индустрията в създаването на БВП от 15.2% на 20% през 2020 г., като за това се предвиждат три групи от мерки:

• Значително увеличаване на инвестициите в индустрията;
• Разширяване на търговията в рамките на Европейския съюз;
• Повишаване на експорта на малките и средни предприятия в страни, извън Европейския съюз.

На въпроса, какъв вид индустриална политика ще бъде възприета от правителството за целите на реиндустриализацията, не може да бъде даден конкретен и точен отговор. Единственото, което ние като инициативен комитет можем да предложим, е една лесно разбираема концепция за необходимата индустриална политика.

Във всички случаи тази политика трябва да притежава интегриращ характер, предполагащ пълен обхват както на различните сектори на индустрията, така и на индустриалните предприятия, независимо от техния размер. Този интегриращ характер е продиктуван от сравнително малкия размер на българската икономика и индустрия като цяло, на нейната експортна ориентация и свързаната с нея необходимост от повишаване на конкурентоспособността.

Новата индустриална политика не трябва да бъде основана на стари концепции. Тя трябва да има определени приоритети, отчитащи както специфичните особености на страната, така и съвременните тенденции в развитието на веригата на създаване на стойността.

При това не следва да се копират определени индустриални модели от други страни по света, защото те почти без изключение са резултат на едно дългогодишно развитие в специфични условия. Затова бъдещата индустриална политика следва да се ориентира в началната фаза към създаване на подходяха макроикономическа рамка и едва след това да се заеме с приоритетните отрасли на индустрията. 

Целесъобразно е създаването на министерство на индустрията, техническите иновации и нови технологии.

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<a href="#_ftnref1">[1]</a> OECD Beyond Industrial Policy

В хода на формирането на разпределителното и преразпределителното пазарно стопанство у нас се извършваха паралелно и два други крайно важ­ни социално-икономически процеса. Които, от една страна, бяха и сега са тясно свързани с това формиране. От друга страна, те са и най-тясно свърза­ни и помежду си. И при правенето на анализи и оценки на нещата и търсенето на по-добри решения на проблемите трябва да се отчита и тяхното съществуване и ролята на взаимната им свързаност.

Единият от тези два процеса бе общото обедняване на страната и насе­лението ни от 1990 г. докъм края на 1997 г., когато този процес спря и започна новият ни особено бърз икономически растеж - вече при новите условия на започнал и осъществяван преход към пазарно стопанство у нас. Това обедняване се изразяваше в трагично голямото намаление на брутния ни вътрешен продукт и националния ни доход, или иначе казано - на произвежданата в страната добавена стойност. И то как­то общо, т.е. на целия им размер, така и на човек от населението.

То е в размер на около 60 на сто за посочения период на спада - 1997 г. към 1989 г. Но и 50 на сто да е, то пак си остава едно огромно намаление, т.е. двукратно съкращаване само за 8 години! То е такова и на фона на историческите примери на икономически спадове и кризи, станали в други страни - например в САЩ през годините на Голямата депресия от 1929 г. до 1934 г.

Появилата се и разгърнала се в огромни размери емиграция сред на­селението ни модифицираше до известна степен процеса на обедняване на България - общо и на човек от населението. От една страна, намалението на населението ни водеше до намаление на производителната сила на икономиката ни. От друга страна, емигриралите пък не консумираха в стра­ната и облекчаваха общия обем на нужното потребление.

Обаче докато намалението на населението ни бе в размер само на около 15 на сто, то снижението на произвежданата в страната добавена стойност бе многократно по-голямо - с около 50-60 на сто. Така че об­лекчението на потреблението у нас откъм намалението на населението на страната си оставаше сравнително неголямо, а снижението му (на потреб­лението) откъм спада на производството - огромно.

Другият, вторият социално-икономически процес, споменат по-горе, който се извършваше у нас в хода на прехода и реформите и който има също огромно значение за изясняване на въпроса за обедняването и бедността у нас - е извършването на едно дълбоко социално-икономическо разслоение в страната и по-конкретно и по-точно - в населението ни. От доста еднородно в социално-икономическо отношение при ста­рата система населението ни за броени години се преобрази -   дълбоко се разслои, стана ярко социално нееднородно. И вече следва да се държи сметка не само за средния размер на потреблението и на­трупването при населението, но и за размера на тези величини по отделни слоеве, а също така и за диапазона между тези слоеве и осо­бено на диапазона между най-бедните и най-богатите.

И така в резултат преди всичко на посочените вече два главни со­циално-икономически процеса у нас определено се оформи своеоб­разна пирамида на социално-икономическото разслоение на насе­лението ни. Така че общото обедняване се съчетаваше с огромно забогатяване на едни и със страшно обедняване на други. Което изо­стряше и увеличаваше силата и значението на проблема за обедняването.

Тази пирамида  се състои от три ос­новни слоя, като във всеки от тях има по три подслоя.

Първият основен слой е слоят на богатите и заема максимум 20 на сто от цялото ни население. Признакът, по който се установява и разбира, че едно лице е богато и попада в този слой, т.е. слоя на богатите, че средният размер на припадащите му се доходи и активи откъм семейството или домакинството, към което то принадлежи, е по-голям от аналогичния среден размер на доходите и активите, припадащи се на едно лице в семейството или домакинството, попадащи в другите два слоя. Първият подслой на този основен слой е подслоят на най-богатите. Вторият подслой е подслоят на средно богатите. Третият подслой обхваща слоя на малко богатите, но все пак богатите.

Вторият основен слой от населението ни е средният слой. Той заема не повече от 30 на сто от цялото население на страната ни. При него  средният размер на падащите се доходи и активи на едно лице от семейството или домакинството в страната по своята големина просто заем средно място в сравнение със средния размер на доходите и активите падащи се на едно лице от третия подслой на първия основен слой и първи подслой на третия основен слой. От тази постановка се вижда, че този слой не е на богати хора, а на хора със средно и доста ниско положение по припадащите им се доходи и активи. Което означава, че хората от този слой повече клонят към бедните, отколкото към богатите макар да заемат все пак средно положение.

При първия подслой на този слой средната сума на доходите и активите, падащи се на едно лице от семейството и домакинствата, влизащи в този подслой, е сравнително най-голяма, но абсолютно тази средна сума не е голяма. При втория слой тази сума е средно средна, т.е. абсолютно още по-ниска от първата средна. А при третия - тя е най-ниската средна но най-голямата по обхват на населението в целия среден слой. Така че хората, попадащи във втория слой, имат средно социално-икономическо положение или една средна позиция, но откъм абсолютния размер на припадащите им се доходи и активи то те са доста скромни, доста близки към бедните.

Третият основен слой е слоят на типично бедните. При тях сред­ната сума от доходи и активи, падащи се на едно лице от семействата или домакинствата в страната, е доста по-ниска от аналогичната сума на втория, на средния слой. Което означава, че типично бедните в Бълга­рия днес са много и много бедни. Първият подслой обхваща подслон на болезнено бедните. Вторият подслой на този трети основен слой включва драстично бедните. А третият послой приютява трагично бедните. 

Целият този трети основен слой заема не по-малко от 50 на сто от цялото население на страната. Тъкмо затова България е най-бедната страна в сравнение с всички други страни, които сега са членки на Европейския съюз. По този начин нашата бедност като е толкова сравнително тежка е и наш остър проблем и не по-малко остър проблем на самия Европейски съюз. Не може да ни успокоява и обстоятелството, че все още има стра­ни, неприети в Европейския съюз от самата Европа, някои от които може да са по-бедни и от нас. Защото сред неприетите има доста страни от Централна и Югоизточна Европа, които са по-богати от нас. Така че на­шата бедност си остава основен наш проблем, проблем на цяла България. При положение че богатите у нас не са повече от 20 на сто от цялото ни население и при положение че потенциалът ни за растеж не е много го­лям. И от само себе си или просто с чакане във времето той няма да се реши. Ние все още не сме осъзнали мащабността и значението на този си проблем, особено на национално политическо ниво. И затова на това ниво не предприемаме нищо дълбоко и едромащабно. Просто сме пленници на числата за високите темпове на икономическия ни растеж. И не отдаваме дължимото внимание на такива показателни факти като намаляването на средната продължителност на живота в страната, увеличаването на забо­леваемостта сред населението, увеличаването на детската смъртност и т.н., неща, чисто главен източник е именно третият слой. Преждевремен­но умрелите в страната са из средата именно от този трети слой. И тези явления са толкова силни и значими, че повлияват отрицателно картината на нещата общо за страната.

Източникът, който подхранваше това разслоение, в основни ли­нии не бе растежът, а разпределението и преразпределението! Защото спадащият обем на произвеждания брутен вътрешен продукт и произвеж­даната добавена стойност пр-малко можаха да го подхранват. Едва след като се появи растежът, той почна по-активно да го подхранва. Но все още водещо значение имат разпределението и преразпределението.

Разпределението и преразпределението у нас имаха не само този ефект - ефектът на усилване на разслоението. То можеше да има и един друг ефект - ефектът на формирането у нас на гигантски национал­ни и транснационални компании, както и други големи и средни стопански агломерации, т.е. ефектът на концентрация и централи­зация на капитала, без което не може нито една високоразвита стра­на в света. Такива започнаха да се формират у нас още в началото на прехода. Но политиката, властите и самият бизнес не само не подкрепиха формирането на гигантски и на средни предприятия у нас, но правеха всичко възможно да ги унищожат.

Даже нещо повече, политиката, властите и бизнеса не само не подкрепиха подобни начинания и развития, но провъзгласиха и след­ваха точно обратната линия - тоталното развитие на дребния биз­нес - всяко лице да си създава свой собствен едноличен бизнес или най-много и формирането на по някое и друго, общо взето, дребно ООД. На масовото създаване на акционерни дружества бе обърнат гръб. И страната ни, вместо да се обзаведе с добра структура от много големи, едри, средни и дребни предприятия, се обзаведе само или почти само с дребен бизнес и най-вече с микро- и дребни предприя­тия. Което сега е мощна пречка за развитието ни. И е огромен фактор и за формирането на разпределителното и преразпределителното пазарно стопанство у нас.   

В резултат на всичко това България се деиндустриализира и денауковизира и обедня жестоко.

Първо, темпът на растеж на брутния вътрешен продукт не зависи само от големината на прираста му, но и от големината на базата, към  която този прираст се отнася. Ако един прираст се изразява с абсолютно то число 2 и се отнесе към база 2, то темпът на растежа ще бъде 200 на сто и нарастването му ще е със сто на сто. Ако обаче същият абсолютен прираст от 2 единици се отнесе не към 2, а към 200, то темпът на расте ще бъде 2 на сто, или с 1 на сто. Вижда се следователно, че един и същи прираст, отнесен към малка база, дава голям темп, но отнесен към голяма база, дава малък темп. Сега е нужно да си спомним, че нашата база към която отнасяме прирастите си на брутния вътрешен продукт, твърде малка. Да не забравяме, че ние все още не сме достигнали базата си от 1989 г. И сме все още далеч от нея, което представя темпа ни като много висок.

Второ, брутният вътрешен продукт се състои от материални разхо­ди, печалба и работна заплата. При това делът на материалните разходи е голям. У нас е над 50 на сто от целия БВП, а в САЩ този дял е още по- голям - например повече от 70 на сто. Но материалните разходи не могат да се използват за потребление и натрупване (чисти инвестиции) и от него - БВП, остава една малка част за тези две цели. Така че голям БВП, но малко остава за потребление и натрупване.

Трето, освен че материалните разходи в БВП не могат да се използват за потребление и натрупване, те съдържат още и многократно броене на едни и същи материални разходи при всяко преминаване на един обра­ботван продукт от едно предприятие в друго. И ако предприятията са ти много, защото са малки, то повторното броене е особено голямо и брут­ният вътрешен продукт е по-голям при равни други условия. Но добаве­ната стойност в него е доста по-малка. А у нас е именно така - голям брой предприятия, защото са малки, повторното ни броене е голямо и БВП формално е голям, а реално е малък.

Четвърто, освен всичко това влияят и измененията на цените и точността на индекса на цените, с които се отчита и инфлацията, обаче и дефлацията. И ако той не е достатъчно представителен, БВП също е неточен.

Пето, освен всичко това влияе не само големината на БВП. Влияе и съставът му. И то много.

Взета само едната от двете му страни - било обемът му, било съставът му, това води до значими изкривявания на реалната картина. Какво като ти е голям обемът на брутния вътрешен продукт, но е малозначен съставът му? Какво като нараства много бързо брут­ният ти вътрешен продукт, но нарастването идва от много бързото увели­чение на търговските услуги да речем, както е това у нас понастоя­щем. Или пък какво толкова е добро, че брутният вътрешен продукт съдържа съвсем малко услуги с творчески характер? Като той не съдържа създадени нови големи технологии или синтез на нови значими вещества. Какво пък, като ти расте бързо брутният вътрешен продукт, а нямаш какво да изнасяш, а това пък, което би могъл да изнесеш, не ти го купуват навън. Какво му е хубавото на бързия ти растеж на брут­ния вътрешен продукт, като, за да го произвеждаш, ти трябват главно вносни суровини и материали, а продукцията от тях не ти я искат в чужбина. Какво толкова му е хубаво на бързия ти растеж, като нямаш услуги и продукти, които да изнасяш и да си платиш вноса, а всъщност заборчляваш, т.е. трупаш дългове. Най-после трябва да разберем, че ни додея от формалистки подход, от безсъдържателен подход! Съдържание, съдържание и пак съдържание трябва да има брутният вътрешен продукт, за да ни служи както трябва. Иначе той става само за перчене колко бързо расте.

Затова тук за илюстрация ще се опитаме да обърнем известно внимание и на сравненията в натурално изражение. Но и те са едностранчиви и доброто решение е съчетанието на анализ както в стойност­ни, така и в натурални показатели. Всеки си има своята роля!

Задачата съвсем не е да гоним и достигаме нивото ни от тази вече далечна година. Задачата ни е друга, много по-добра, но много по-сложна: да достигнем консумацията по основни хранител­ни и нехранителни продукти на човек от населението поне средно взето в ЕС и в другите развити и най-развити страни.

За да заживеем добре, а след това и богато, ни трябва много по-голямо производство на продукти и услуги. Кой може да ни ги осигу­ри? Верният отговор е: реиндустриализацията и постигането на ви­сока индустриална развитост. Защото индустрията и особено високотехнологичната индустрия е способна да произвежда бързо и нео­граничено много висококласни и високотехнологични продукти. И защото е способна да облагороди другите ни отрасли. Селското сто­панство може да заработи само на базата на индустриализацията и науковизацията си. Същото е със строителството. И то плаче за сво­ята индустриализация. Същото е с транспорта. Същото е със съоб­щенията. Същото е и с туризма. Същото е с образованието, медици­ната, изкуството. Поради това и нов тип реиндустриализация е жизнена необходимост за нас!

Индустриализацията ни е необходима в отчайващи разме­ри. Постигането на висока индустриална развитост на България е безапелационна потребност. Никой от отраслите на материалното производство не може да я замести. Пазарните стопанства са първите индустриализатори на света. И ако ние не сме се индустри­ализирали добре, това означава, че не сме имали нормално пазарно стопанство в миналото, преди комунистите да правят индустриали­зации. Освен това да правиш обувна индустрия, тъкачна и шиваш­ка индустрия, трикотажна и хранителна индустрия още не е съвре­менна индустриализация. Та нали страната на неограничените възможности - САЩ, демонстративно се отказа от всички тези ин­дустрии. Защото те са простите индустрии, те не дават високите до­бавени стойности и не създават високотехнологичните инвестици­онни стоки!!! Които са ни жизнено необходими!

И ние от позициите на XXI век не си струва да се хващаме с развитието главно на старите ни индустрии, още повече че отдавна е започнало тяхното създаване, те са вече създа­дени и можем в най-добрия случай да ги иновираме. Онези индуст­рии, които най ни трябват за развитието, ги нямаме. И тях трябва да създадем и да развиваме максимално. И за наши нужди. И за голям износ. Ето това трябва да съставлява реиндустриализацията ни или новата ни индустриализация. Та колкото и да изглежда, че се връщаме към комунистическата ни индустриализация. Да, лик­видирахме хардуерното и софтуерното ни производство.  

И накрая, създаването на свръхмодерната индустрия изисква и създаването на своя собствена наука за местно потребление. И за износ. Та нали няма по-скъпи продукти от тези на науката и на индустрията, стъпила на основата на науката. Та нали само ако яхнем тези два коня - този на индустрията и този на науката, ние ще сме яхнали магическите кончета-вихрогончета. Е, това вече ще бъде елегант­ната смърт на дефицитите. Е, това вече ще бъде изнасянето ни на нови орбити. Орбитите на забогателите и богатите. Орбитите на най-развитите от EC и извън ЕС. Там ни е мястото! Но до него ще стигнем с индустриализацията и науковизацията си. Обаче това, което правим досега, и сега не е това, което най-много ни трябва. С това, което правим досега, и сега не се излиза на тези орбити. Това трябва да го осъзнаем!

<a name="9"></a>9. Ключови цели и основни инициативи за стимулиране на индустриализацията  <a href="#начало">↑</a>

Икономическите пpиopитети трябва да се разглеждат отделно от държавните регулатори*. Защото те  икономическите приоритети, могат да изпълняват съществена роля за развитието на икономиката.

 Необходимо ли е да бъдат определени икономически приоритети и как това да се съчетае със законите на стоково-паричните отношения и главно - търсене и предлагане, свободно движение на капитали, стремеж към печалба и свободната конкуренция?

 

 * Тази теза е обяснена от проф. Васко Василев

Ако се върнем към началото XX век, ще видим, че индустриалното и земеделското развитие България беше подпомагано от специални грижи на държавното управление и в т.ч. на специални закони и преференции. Днешните приоритети не могат да бъдат изолирани от пазара. Значи те трябва да се основават на пазарното съответствие, но от друга страна да бъдат предположени от съществуващите условия в страната и нейните възможности за бъдещо участие на нейните производители в международното разделение на труда и пазарите.

Защо В началото на прехода смятахме, че В страната ще има приток на чуждестранни инвеститори?

Отговорът е, че разполагаме с евтина и квалифицирана работна сила и могат да се предложат за приватизация редица държавни предприятия. Митът обаче беше бързо развенчан. Защото пoнятието евтина и в същото време квалифицирана работна сила не съществува. Квалифицираната работна сила има и своята висока цена. От друга страна не обричаме ли по този начин населението да се задоволява с ниски доходи, а после да обвиняваме държавата, че е виновна за това?

Така наречената стратегическа приватизация с чуждестранни инвеститори беше пълно фиаско на държавното управление. Не само, че приходите бяха незначителни, а защото се създадоха монополи или пък бяха извлечени спекулативни ползи за сметка на държавната собственост. В крайна сметка извършени чужди инвестиции в структуроопределящи икономически отрасли има, но те са незначителни. В резултат на това трудовата заетост е ниска, икономиката не е конкурентоспособна, малкият и средният бизнес са в изолация.

Какво може да се направи за да се стимулира икономическото развитие? Естествено, че не можем да загърбим добивът на цветни метали, машиностроенето, химическата промишленост производството на лекарствени средства и особено високите технологии. Но трябва да забравим, че единственият приоритет на икономическото развитие е строителството. Балонът отдавна се спука, особено по отношение на търговските комплекси, хотелите, деловите офиси и жилищата на зелено.

Приемаме идеята, икономическите приоритети трябва да бъдат дефинирани и определени в зависимост от две главни условия, а именно:

• Възможности за пазарна адаптация;
• Използване на местните ресурси - суровини, материали и работна сила с нейните действителни възможности.

Внимателните анализи показват, че Р България е била и продължава да бъде земеделска страна. С тази разлика, че днес земеделието е губещо с остарели технологии и ниска конкурентоспособност. Само ще споменем традиционните български домати, пиперки, лук, чесън, магданоз, сливи, круши, ябълки, грозде, дини и т.н., които се внасят от чужбина. От друга страна производството на суровини е свързано с ниски цени, защото тук нямаме добавена стойност. За да има такава трябва да се произвеждат храни. Естествено е да се предположи, че когато има добър климат, природни забележителности, история, инфраструктура, добра храна и напитки, е необходимо само наличието на добро обслужване чрез квалифицирана работна сила, за да има и печеливш туризъм. Следователно, ние не отричаме, че туризмът е и трябва да бъде приоритетен отрасъл, но преценявайки причинно-следствените връзки и потенциала на страната, си позволяваме да откроим следните икономически приоритети:

Първо. Създаването на ифраструктура.

Второ. Технологичното обновяване и развитието на земеделието.

Трето. Производството на храни, напитки и вода и развитието на хранителната индустрия.

Именно тези направления могат да се нарекат структуроопределящи, защото ще създадат възможности за:

• Трудова заетост;
• Постепенно повишаване на квалификацията и за преквалификация;
• Повишаване на доходите;
• Използване потенциала на страната и най-вече за предприемачество и свободна инициатива.

Създаването на инфраструктура има стратегическо предназначение. Нещо повече. Има силно изразен антикризисен характер и в същото време оказва влияние за развитието на икономиката, защото създава средата за извършване на производствени дейности, обмен или потребление. Естествено е да предположим, че основно място в инфраструктурата ще заемат: пътища,  съобщителни връзки,  цифровизация, водоснабдяване, канализация,  газификация,  благоустройство.

Това са така наречените класически направления. В същото време бихме желали да подчертаем, че  в този приоритет е необходимо включването на инфраструктурата на здравеопазването, образоването и квалификацията. С тази разлика, че е необходимо  да се определи - Какво и доколко е допустимо държавното участие и финансиране. Защото държавата не е в състояние да поеме чрез държавните структури цялото здравеопазване и особено образованието. Ето защо успоредно с определянето на тези приоритети е нужно установяването на пресечната точка между държавното участие и частната инициатива, пропорцията между държавното  финансиране и участието на частните капитали. Това е напълно възможно, но изисква пълни реформи и реорганизиране, както на системата на здравеопазването, но така също и на образователната система и особено на висшето образование главно чрез  нови правила и закони.

Днес особено значение при  изграждането на икономическа инфраструктура, която да осигурява заетост и  да оказва силно влияние върху развитието на цели отрасли имат:

• Изграждането на икономически зони (технозони към големите фирми);
• Създаване на технологични паркове (технопаркове към ВУЗ-овете);
  • Реформирането на държавните научно-изследователски институти с приложен характер;
  • Изграждане на технически пунктове и лаборатории, свързани със стандарти, качество, патенти, сертифициране и т.н.;
  • Използването на държавни служби за подпомагане и научно-техническо обслужване, включително и в областите на европейските проекти, ветеринарното  обслужване, безопасността на храните и пазарната ориентация. Водеща роля на ИАНМСП съм НС.;
  • Секторен фонд за високи технологии в преработвателната промишленост;
  • Национален гаранционен фонд за внедряване на високи технологии (БИО, ЕКО и Нанотехнологии).

 

Изграждането на икономически зони в България сега е частна инициатива и те се броят на пръсти. Не бива да забравяме обаче каква е ролята на икономическите зони в Китай или особено в Турция. Ние набързо отрекохме привилегиите на създадените преди години Свободни икономически зони в Бургас, Русе и Пловдив, но не бива да отминаваме факта, че тези зони бяха търговски и главно за акцизни стоки, докато истината е. че са необходими зони, които да произвеждат.

За да се привлекат инвеститори не може да се възприеме тезата, че ниските данъци, законът за чуждестранните инвестиции и някои други привилегии ще бъдат достатъчни. Привличането може да стане само в икономически зони, които да стимулират производствените дейности и да получават привилегирован статут.

Няма нищо лошо в това. Напротив, зоните в Китай и Турция показват отлични резултати.

Реформирането на държавните научно-изследователски институти е стара мечта. Няма нищо лошо те да се занимават с фундаментални изследвания, но не трябва да се забравя факта, че са необходими нови технологии за обновяване на земеделието и хранителната индустрия. Това с пълна сила се отнася за приложния характер от дейността на звената на Селскостопанската академия и някои държавни висши училища, които трябва да подпомагат бизнеса с нови продукти, стандарти и технологии.

Изграждането на инфраструктура и организирането на дейности за трансфер на знания, опит, технологии, продукти, ноу-хау от изследователски и университетски центрове в страната и чужбина към стартиращи високотехнологични микро, малки и средни предприятия изисква създаването на технологични паркове. Може би първоначално да се насочи вниманието към иновациите в хранителната индустрия, защото тук се създава добавена стойност, а след това да се премине към аграрни технологични паркове.

Технопарк - Технологичният парк за иновации в хранителната индустрия има за цел постигането на технологично развитие и конкурентна способност на хранителната индустрия, производството на опаковъчни материали и опаковки за нея, дистрибуция на продукти, оборудване, препарати, ноу-хау и сервиз в направленията:

• Специални храни с преобладаващо участие на ЕКО, БИО и Нанотехнологии;
  • Хранителни технологии;
  • Опаковки за храни;
  • Хранителни екстракти;
  • Нови технологии за производство на суровини за хранителната индустрия.

 

Инфраструктурата на Технопарка - технологичния парк  включва:

 

Център за иновации и   технологичен трансфер на хранителни продукти- проучва, издирва и доставя лицензи, патенти, сертификати, ноу-хау, иновативни продукти, препарати. оборудване, технологии. Подпомага научно-изследователската дейност, свързана с развитието на биоземеделието и натурални продукти и храни.

Технологичен център

• Демонстрационен център за характеристиките и възможностите на предметите на дейности в Технологичния парк;
• Предоставя изследователска и технологична база при осъществяване на съвместни изследователски и индустриални проекти с Изследователски и Университетски центрове;
• Извършва аналитични, технологични (формулиране и дизайн), продуктови изпитвания, консултации и изработване на прототипи за съществуващи, нововъзникнали и стартиращи предприятия срещу такси, финансови средства от проекти, финансови средства от високотехнологични услуги, консултации, изработване на прототипи и т.н.;
• Предоставя услуги на стартиращи, както и на съществуващи предприятия, за тяхното развитие.

Технозона – бизнес инкубатор към ВУЗ

• Повишаване нивото на технологично, продуктово и ноу-хау знания за хранителната индустрия, търговията и дистрибуцията на биологични продукти и храни;
• Извършва обучение на бизнес клиенти, преподаватели, изследователи, студенти за създаване, развитие, разширение, преструктуриране на микро, малки, средни или големи предприятия от областите на технологично развитие - регламентирани в дейностите на Технологичния парк - по програми за непрекъснато обучение.

 

Иновационни пилотни предприятия, собственост на Технологичния парк в областите на технологично развитие - регламентирани в дейностите му, които изпълняват функиции на пилотен проект, демонстрационен център, центрове за практическо обучение.

 

Търговски център за подпомагане на реализацията и извършване на пазарни проучвания.

Център за акредитация на храните и сертифициране на услугите - включва Лаборатории за качество, безопасност, сигурност и сертификационен център за почви, въздух, води, храни и напитки.

 

Актуалността на проблематиката се подчертава от следните причини:

 

Първо. Производството на храни от растителен и животински произход в страната намалява за сметка на вноса на земеделските продукти с техническа приложимост.

Второ. Пазарната ориентация на земеделското производство, управлението и разходите, ефективността и използването на новите технологии са на ниско ниво.

Трето. Няма още алтернатива на основния поминък на населението в Източните Родопи - тютюнопроизводството.

Четвърто. Промените в глобалния климат предполагат и промяна в структурата на растителните видове.

 

Кратки бележки за политическите основи на икономическите приоритети

Приоритетите, обект на предходното изложение не са нещо принципно ново или уникално. За тези приоритети се говори от десетилетия. С тази разлика, че преди 1989г. приоритетите бяха машиностроенето, химическата промишленост, електрониката, електротехниката и металургията. Нещо, което доведе до извършването на неефективни инвестиции и наличието на дефицити от хранителни продукти и облекло, до недостиг на основни предмети за бита - хладилници, телевизори, прахосмукачки и т.н.

В същото това време, обаче поради привличането на работната сила към големите промишлени обекти, се създаде дефицит от работна сила за земеделието. Получи се силно противоречие между материалната база и потенциала на земеделието от една страна и трудоемкия характер на използваните технологии. Ниска беше производителността на труда.

Следователно, политическата система създаде крупни и уникални производствени мощности, които произвеждаха преобладаващата част от националния доход, но имаха ниска икономическа ефективност. След промените, приоритетите в икономиката се характеризират с политическа насоченост към определени групи от хора в преразпределението на държавната собственост.

 Какво се получи на практика? Първоначално се създаде един изкуствен държавен дълг, изчерпани бяха валутните резерви, приватизацията до голяма степен имаше кредитен характер. След това последва дирижираният фалит на банковата система, разбира се с цел облагодетелстване и масова приватизация, която отново обогати само определени кръгове, финалът на политическата игра беше връщането на земята в реални граници, ликвидацията на кооперациите, приватизацията на стратегически предприятия.

В крайна сметка държавата нямаше задачата да стимулира растеж на икономиката, защото на преден план изпъкваха две основни направления:

• Реституция;
• Приватизация.

При една разбита икономика, възстановяването и обособяването на икономическите структури е един бавен процес, което естествено даде отражение в ориентацията на икономиката и работна сила. Може би държавното управление и неговата неефективност отново дадоха отражение върху тези процеси? Защото:

• Не беше разработена програмна национална стратегия за структурните приоритети, за развитието на които да се създава своеобразна среда;
• Hикoй не се замисли за мястото и икономическата роля на страната като членка на Европейския съюз? В кои направления тя може да бъде конкурентоспособна?
• Господства схващането, че европейските пазари и самото членство в съюза и най-вече програмните фондове са основните двигатели на икономическото развитие. Да, но това не доведе до увеличаване на брутния вътрешен продукт и доходите, поради следните причини:

-           Слаба конкурентоспособност;

-           Развитие на производства, ангажиращи работна сила с ниска квалификация - например шиенето на ишлеме;

-           Закъсняло изграждане на инфраструктура;

-           Отсъствието на условия за развитие на малкия и среден бизнес в производствено направление - доминира дребната търговия, която естествено не е устойчива на конкуренцията на хипермаркетите;

-           Преклонение пред чуждестранния инвеститор и липсата на подкрепа за предприемачество и свободна инициатива на национално и регионално равнище и т.н.

• Осъществяваната земеделска политика не съдейства за пазарната ориентация и повишаване на доходите на заетите в този отрасъл, който е притиснат в ъгъла от регламентите на Европейския съюз и силно субсидираното производство на някои от държавите на Европейския съюз. Но как да се стимулират определени дейности, когато политическата конюнктура изкривява обективността на държавното управление? Например дългогодишната агония на тютюнопроизводството и отсъствието на алтернативни производства. Предоставянето на земеделските субсидии, които вместо да повишават конкурентоспособността на местните производители, покриват високите разходи или са основен източник на печалба. Разбира се без да имат пряко отношение към количеството, качеството и пазарните цени на произвежданата продукция.
• Допусна се хаотично застрояване на големи курортни комплекси, без природна среда и подходяща инфраструктура. Не беше осигурена рекламна стратегия и организационна инфраструктура на туризма.

Отсъствието на реформи в здравеопазването и образованието също имат своите политически причини. Явно те не се развиват като приоритетите, а са механизми за усвояване на пари, които хронично недостигат, а в същото време не водят нито да подобряване на здравеопазването, нито пък до повишаване качеството на образованието. Към тази поредица трябва да добавим и пенсионното дело, което в момента се намира в омагьосан кръг. От една страна ниски и недостатъчни за жизнения стандарт пенсии, а от друга страна, недостиг на средства и непосилно бреме за обществото и държавата. Явно е, че възможности за излизане от ситуацията има. Необходима е обаче политическа воля.

Следователно, политическите основи на икономическите приоритети биха могли да бъдат с положително значение при следните условия:

• Подчиненост на националните интереси и в т.ч. на обективните условия;
• Отсъствието на популизъм;
• Силна политическа воля за реформи;
• Законово осигуряване и създаването на подходящи правила, преференции и стимули.

 

Централизация и децентрализация

Стана дума за това, че стабилността на микро равнище е съпътствана от съществени проблеми, свързани с потребностите на отделните икономически и социални микросистеми. Ето защо на дневен ред ще поставим въпроса за достигане на определена децентрализация в държавното управление, която ще има и своите стратегически цели за достигане, а именно:

• Дистанциране на държавата от изпълняваните до сега стопански функции.
• Иницииране на структурни промени, създаване на условия за изграждане на нови производствени и социални структури, за съществено изменение на съществуващи структури.
• Създаване на предпоставки за пазарно ориентиране, за развитие на дейности и на свободната инициатива чрез конкретни капиталови, организационни и инфраструктурни условия.
• Децентрализация на местното самоуправление чрез условия за финансова свобода на региона и общините.
• Стратегически прогнози и проекти. Разработване и организиране изпълнението на управленски, финансови и инвестиционни проекти и на конкретни целеви програми.
• Изграждане на инфраструктури. Научно, експертно и консултантско обслужване.
• Създаване на практически модели за управление на икономически и социални структури, например Регионален модел за реиндустриализацията с пилотна реализация в Пловдив.
• Създаване на условия за решаване на първостепенни икономически, социални и екологични проблеми. За постепенна подготовка и приспособяване към изискванията на европейската общност.

Целенасочената дейност по осигуряването на децентрализация на държавното управление е целесъобразно да се извършва в следните целеви направления:

• Развитие производството на селскостопански продукти и съпътстващи производства в областта на БИО, ЕКО и Нанотехнологиите.
• Внедряване на съвременни безотпадни, екологични и съвременни технологии за дълбочинна преработка на местни суровини при производството на храни.
• Изграждане на регионална инфраструктура.
• Участие в регионални, национални и международни проекти за развитие на частната инициатива.
• Създаване на структура за привличане и управление на капитали, за капиталистическа интеграция, външни инвестиции и асоцииране на интереси.
• Организиране изпълнението на целеви програми.
• Управление на собственост и циклично балансиране на общинските бюджети.

 

Регионалните условия, при които ще се развива децентрализацията, имат следните характеристики:

• Структурните промени и решаването на проблемите от икономическо и социално естество се прилагат, но не трябва да се свързват единствено с решения, действия и постановки на макроравнище. Практиката показва, че дори законите и утвърдените от държавната власт правила и изисквания без наличието на адекватни условия за прилагане, се проявяват като форма без съдържания, или като противопоставяне между общите интереси и политическата воля с интересите на регионалното (селищното) обособяване, груповите или териториалните интереси на населението.
• Регионалните проблеми и интереси имат своята специфика и индивидуалност. Особено значение има катализирането, организирането, насочването и стимулирането на интересите от нивото на тяхната първичност (на възникване, проявление и задоволяване) до достигането на опредена цел или решаването на съществуващи общи проблеми.
• Локализирането на проблемите и организирането на форми и действия за тяхното решаване на опознато микроравнище, създава по-добри възможности за управление и резултатност.
• Независимо от териториалното присъствие на значително количество търговски обекти, финансови дружества и специализирани фондове, катализаторите на регионалния растеж сега отсъстват. Доминиращи са преди всичко вторичните преразпределителни процеси и интересите на институцията като финален резултат.
• Общините практически само частично могат да изпълняват предвидените икономически и социални функции.
• За да се развива икономически и социално, отделният регион се нуждае от финансова свобода, финансовата свобода на отделната територия може да се създава само чрез институции: банки, финансови формирования, институционални форми и други, които осъществяват своята дейност адекватно на спецификата на регионалните условия.

 

Децентрализацията на регионалното развитие изисква промяна в следните направления:

• Бюджетна политика;
• Данъчна политика;
• Парично-кредитна политика;
• Аграрна политика.

В тази разработка ще си позволим да предложим един примерен модел за създаване на условия за регионално развитие (например: Клъстер за регионална реиндустриализация). Изграждането на модела се подчинява на следните принципи:

• Пазарни проучвания и пазарно ориентиране;
• Технологична и продуктова насоченост;
• Привличане, насочване и управление на пари и капитали;
• Създаване на условия за териториална отраслова, капиталова и пазарна интеграция:
• Създаване на механизми за управление на пари и капитали;
• Организиране на регионални, национални и международни проекти;
• Изпълнение на целеви програми, свързани с приоритетни структурни направления, обусловени от регионалната специфика.

 

Изграждането на модела трябва да се извършва постепенно, на определени етапи и след създаването на съответстващи конкретни условия. Целесъобразно е моделът за регионално развитие да включва следните функционални звена (За всяко едно от предлаганите в модела функционални звена са разработени самостоятелни проекти, които обхващат: причини за създаване; цели; функции; статут; учредители; капиталова база и финансиране; функционален модел; управленски и производствени структури; адекватност и т. н.):

Гаранционен (инвестиционен) фонд „Регионални структури“

• Цел на създаването:

-             Инвестиции в структурни приоритети;

-             Преструктуриране на собственост;

-             Реконструкция на капитали;

-             Изграждане на инфраструктура;

-             Мобилизиране, привличане, насочване и управление на капитали.

•  Предмет на дейност:   

-             Финансова дейност: емисия, тиражиране и управление на ценни книжа; участие на капиталови пазари; суапови и други специализирани финансови операции; финансиране на дружества; организиране на финансови проекти; гарантиране и обслужване на кредитни линии; насочване на финансови помощи; реконструкция и преструктуриране на капитали в следприватизационния период.

-             Инвестиционна дейност: инвестиционни проекти; целеви инвестиции;  инвестиционни програми; управление и трансфери на интелектуална, индустриална и други видове собственост; управление и продажба на дружества и предприятия; създаване и управление на икономически и социални структури; съучастия в дружества, сдружения и други формирования.

• Капитал и учредители:

-             Собствен капитал: целева субсидия от външни източници; държавно участие; апортни вноски от общините; преотстъпени права и вземания; целева емисия.

-             Привлечен капитал: програми, свързани с използването на европейските фондове; финансови проекти и програми; организиране на целеви програми в определени индустриални, селскостопански и инфраструктурни направления; управление на кредитни линии; управление на активи и имущество.

-             Учредители: Министерства или ИАНМСП; общини;  банки; институции; юридически и физически лица от страната и чужбина.

 

Инвестиционно дружество „Общинска собственост и циклично балансиране на местните бюджети“

•  Цел на създаването: управление на държавна и общинска собственост; създаване и привличане на извънбюджетни средства за финансиране в общините; преструктуриране на държавна и общинска собственост; циклично балансиране на общинските бюджети; целеви кредити на общини; организиране на целеви емисии и участие на капиталови и парични пазари.
•  Предмет на дейност: управление на държавна и общинска собственост; преструктуриране и трансфер на собственост и капитали; управление на съучастия, концесии и смесени дружества; управления на права и вземания; управление на активи и имущества; обслужване на целеви емисии на ценни книжа; участие на капиталови пазари; циклично балансиране на общинските бюджети; предоставяне на целеви краткосрочни кредити.
  •  Капитал и учредители:

-             Собствен капитал: целева субсидия от външни източници; държавно участие; апортни вноски от общините; преотстъпени права и вземания; целева емисия.

-             Привлечен капитал: управление на целеви помощи и кредити, предоставени на общини; преструктуриране и трансфер на собственост и капитали; съучастия; финансови проекти;  обслужване на емисии; капиталови пазари; инвестиционни проекти; кредитни линии и други.

-             Учредители: Министерства; общини и други.

 

Друг модел на регионална структура е:

Консорциум „Стратегически проекти и пазарна ориентация”

•  Цел на създаване: пазарни проучвания и анализи; разработване на проекти и програми; научно и консултантско обслужване; методическа и методологическа помощ.
•  Предмет на дейност: проучвателна дейност; изграждане и поддържане на информационна система; разработване на пазарна стратегия, управленски, инвестиционни и финансови проекти, на целеви програми; научно, консултантско и технологично обслужване; квалификация и преквалификация на кадри.
•  Учредители: общини; юридически и физически лица; университети и научни институти.

Фондация „Икономическо развитие и реиндустриализация“

•   Цел на създаването: организиране на експерти за проучвателна, научно­изследователска, експертна и консултантска дейност; разработване на прогнози и икономически проекти; осъществяване на учредителна инициатива.
•   Предмет на дейност: пазарни проучвания, финансов, банков и търговски маркетинг; разработване на прогнози, икономически и социални проекти; разработване на програми; организиране на научно-практически семинари, конференции, изложби и клубове; консултантска дейност; квалификация и преквалификация на икономисти и управленски кадри; информационно осигуряване и издателска дейност.

Необходимо е пряко съгласуване на регионалните действия с регионални Земеделски камари, например Земеделската камара в Пловдив.

Земеделска камара

•  Цел на създаването:

-  Структурни промени и развитие на селското стопанство и хранително-вкусовата промишленост съобразно пазарните условия и изискванията на европейската интеграция;

-  Създаване на структурни звена, чрез които да се: привличат, инвестират и управляват капитали; организира адекватна стопанска дейност; постига и интеграция на интереси и стимулира предприемачеството и икономическата инициатива.

•  Функции: представителство на интереси; подпомага дейността на членовете на браншова и регионална основа; създава конкретни организационни условия за развитие на селското стопанство и свързаните с него икономически и социални дейности; създава модели за управление на икономически, социални и финансови структури; създава предпоставки за отраслова и производствена специализация; изгражда информационна и търговска инфраструктура; провежда целева, структурна, пазарна и инвестиционна политика в стратегически области на селскостопанското и промишленото производство, търговията, привличането и инвестирането на капитали; разработва и организира изпълнението на целеви програми.
•  Функционални звена: сдружения по направления за провеждане на съгласувана пазарна политика и насърчаване на предприемачеството; регионални и браншови сдружения съюзи с цел обединяване на интересите в областта на пазарното участие и изпълнение на целеви програми; кредитни кооперации; взаимоспомагателни каси; браншови камари.

 

Основни инициативи за стимулиране на реиндустриализацията в България – 2014 – 2020 г.

 Най-важният принцип в реиндустриализацията и новата индустриализация в България е внедряването на високи технологии в предприятията и производството за постигане на по-висока принадена стойност, конкурентноспособност и устойчивост.

Особено важно е да се следи финансирането на отраслите в индустрията поотделно, за да се осигури възвращаемост и ефективност на паричните вложения с оглед връщането на външната помощ в дългосрочен план.

Формирането на фондовете за финансиране и субсидиране на секторите на индустрията за провеждане на икономическата политика е разделено на два важни дяла:

А) Приоритетни индустрии за постигане на висока принадена стойност и специализация за конкурентноспособност, а именно:

1. ИКТ индустрия – софтуер и интернет приложения.

2. Преработвателна индустрия – БИО и ЕКО продукти.

3. Туристическа индустрия – СПА, Уелнес и Балнео.

 

Б) Така наречената „историческа индустрия“.

Това са индустриални сектори извън приоритетните три отрасъла за висока принадена стойност. В най-общия случай, това са индустриални предприятия и фирми, новосъздадени от български и чужди предприемачи, както и индустриите, създадени в близката и далечна българска икономическа история.

1.        Развитие и създаване на нови парични ресурси с привлечени  отвън средства.

Основното направление при осигуряване на паричен ресурс за реиндустриализацията е привличане на парични средства извън България. Беше пропуснат изгодният момент  2006-2007 г. да се привлече паричен ресурс от над 5 млрд. евро в националната икономика и това сега се превръща в предимство, за да се концентрират средствата чрез наличието на Програма „Високотехнологична реиндустриализация на България: 2014 - 2020”.

Усилията по привличането ще бъдат неколкократно повече, но пък има много прецеденти и примери в последните 2 – 3 години по света и в ЕС.

Ресурсите ще се привличат отвън по стандартните и известни начини:

• от Световната банка, МВФ, както и от
• европейски фондове, ЕЦБ и ЕБВР
• чужди банки и фондове
• паричните пазари
• и други.

 

Разбира се, трябва да се прилагат и различни дарителски похвати или заплащане срещу привилегия. Например за европейското гражданство  (в случая българско) има сериозни практики от другите страни в ЕС в рамките на  300 000 евро до 1,5 млн. евро (от  Малта до Великобритания).

Лесно може да се пресметне, че ако 10 000 чужденци закупят ценни книжа от фондовете за приоритетните отрасли за 300 000 евро, то с получените 3 млрд. евро може да стартират половината инициативи. Вероятно сумата от 15 млрд. евро е необходимия ресурс. Той трябва да се привлече отвън, за да се финансира „Високотехнологичната реиндустриализация на България: 2014-2020 г.“.

 

Важни подходи за оползотворяване на паричния ресурс са:

 

1.1.      Създаване на Секторни фондове към Министерския съвет за приоритетните отрасли:

• Фонд за високи технологии в ИКТ индустрия – софтуер и интернет приложения;
• Фонд за високи технологии в преработвателната индустрия – БИО, ЕКО направления;
• Фонд за високи технологии в туристическата индустрия - СПА, Уелнес и Балнео.

Основното направление е старт–ъп подкрепа на предприемачеството.

1.2.      Фонд за връщането на българи от чужбина, за да приложат наученото  по света и високи технологии в български фирми в подкрепа на предприемачеството.

1.3.      Развитие на Национален гаранционен фонд за привличане на високи технологии за „историческата индустрия”.

1.4.      Създаване на Регионални и Общински  гаранционни фондове за привличане на високи технологии за „историческата  индустрия”.

1.5.      Фонд за икономически зони и технозони при големите индустриални фирми от химията, машиностроенето и отбранителната промишленост, например: Към фирми с над 40 дка площ и поддържащи индустриални активност

 

2.        Осигуряване на информационни ресурси чрез:

2.1.           Фонд за безплатен, безжичен, високоскоростен интернет към държавна фирма „Информационно обслужване”.

2.2.           Гаранционен фонд за внос на хардуер и софтуер към ИАНМСП. Основната задача на тези две форми  ще бъде да се субсидира насищане на територията на България освен с паричен ресурс, но също и с информационен ресурс, който да подпомага развитието на бизнеса, квалификацията на кадрите и най-вече изпреварващо задействане на електронната търговия със света. Развитие на ново предприемаческо мислене по приципа „свържи се – създай – осигури растеж”.

3.         Развитие на научно-приложните ресурси в БАН, ВУЗ и други иновативни звена.

3.1. Фонд за финансиране на научно-приложни разработки в БАН и   ВУЗ в  приоритетните отрасли.

• ИКТ индустрия – софтуер за мобилни приложения и Интернет – разработки;
• Преработвателна индустрия  - БИО, ЕКО, Нанотехнологии;
• Туристическа индустрия – Балнео, СПА и уелнес продукти.

3.2. Фонд за финансиране на технопаркове към БАН и ВУЗ за старт–ъп фирми в приоритетните отрасли.

3.3. Обособяване БАН като особена икономическа зона с поощрения на приложните разработки за приоритетни отрасли и за България.

 

4.         Развитие на кадровите ресурси чрез образованието.

Необходима е образователна система с вертикална интеграция и 10 годишен хоризонт, като се започне от детската градина.

4.1. Формиране на държавна поръчка за ученици и студенти от    приоритетните отрасли с осигуряване на студентски кредити.

4.2. Създаване на Фонд за студентски кредити и стипендии по подобие на други европейски държави.

4.3. Създаване на Фонд за дуалистично обучение в създадените технопаркове и технозони.

4.4. Фонд за снабдяване на БАН и ВУЗ с безплатен, високоскоростен и безжичен Интернет.

4.5. Фонд за развитие на дистанционното обучение.

 

5.         Развитие на маркетинговите ресурси и похвати.

Развитието на индустр. производство трябва да върви заедно с развитие на нови възможности за продажби по света. Най-вече чрез:

5.1. Фонд за развитие на рекламата и външнотърговски връзки в  Министерство на икономиката, БТПП, БСК, КРИБ, АИКБ и др.

5.2. Фонд за експортно финансиране на приоритетните отрасли. 

5.3. Фонд за финансиране  на електронната търговия и Бизнесмрежата за българите по света, чрез създадените клъстери, например ИКТ и БмБС.

5.4. Фонд за финансиране на българските изложения – Международен  Панаир Пловдив, ЕКСПО в София и други в направленията:

• Субсидирани участия на фирми от приоритетните отрасли
• Субсидирани участия на фирми от индустрията в чужди изложения по света.
• Организиране на български изложения в приоритетните отрасли на чужди панаири.

5.5. Осигуряване на медиен ресурс чрез организиране на отчет и преразглеждане на „Високотехнологична реиндустриализация на България: 2014-2020г.“ на Ежегодна среща на българските медии и създаване  на   Четиристранен форум   за    обсъждане в Интернет и в зала 1 на НДК, с участието на:

• държавните и общински органи и служби;
• БАН и ВУЗ-овете;
• бизнеса и неговите обединения;
• българските медии – у нас и по света.

По темата за медийния ресурс, рекламата на българската индустрия, мотивацията чрез медиите на мениджъри и работници си заслужава отделен проект под името „Четиристранен форум”.

Основната тема в един такъв проект ще бъде да се обяснява непрекъснато на българския народ у нас и по света – Как се получават и разходват  средствата по „Високотехнологична реиндустриализация на България: 2014-2020”.

От една страна това ще създаде мотивация за работещите в индустрията, науката, образованието и маркетинга да се променят, да се интернационализират в съответствие с добрите практики и да живеят по-добре от своя труд.

От друга страна – ще се попречи на зловредното влияние и политическото говорене за „вредата от дълговете”. При нас в България пряката връзка между дълг и жизнен стандарт е толкова очевидна, че въпросът – „Как ще ги връщаме?”  звучи изключително примитивно. Отговорът е – САЩ и ЕС ще се преборят с планината от дългове не само за нашите деца, но и за гръцките, испанските и американските деца.

И може би отговорът се крие в Програмите за реиндустриализация, приети в САЩ и ЕС и даващи една по-реална икономика и ново разпределение на производствените отрасли и намаляване на задълбочаващото се неравенство.

 

<a name="10"></a>10.  Сектори (отрасли) във високотехнологичното индустриално развитие  <a href="#начало">↑</a>

 Когато разглеждаме икономическите приоритети на отрасловата структура на индустрията в България е добре, ако направим уговорката, че ще ги разделим на два големи дяла:

10.1. „Приоритетни отрасли“, които включват възможности за високи технологии, конкурентноспособност, както и природни дадености и ресурси.

 10.1.1.  Информационни и комуникационни технологии (ИКТ).

Без всякаква подкрепа, освен може би инерцията на компютъра „Правец” и природната българска интелигентност и математически усет тази индустрия вече има практически успехи в България. Разбира се, докосва се до високите технологии, чрез софтуерни приложения, интернет продукти и мобилни апликации, но все пак сме „в играта”. Това се вижда от многото наши ИТ фирми, които работят за клиенти от САЩ и Европа.

За или против аутсорсинга (outsourcing)

Аутсорсинг-пазарът в света е с тенденция да нарасне до над $100 млрд. Това е главната причина аутсорсинг-бизнесът да бъде една от най-горещите теми в бранша и все повече страни да демонстрират амбиции да се превърнат в стабилни аутсорсинг-центрове. Лидер продължава да бъде Индия, но глобалният пазар на софтуерни услуги предлага изключителни възможности и предизвикателства пред всички останали страни. Ето един категоричен пример: през 2003 г. глобалният пазар на софтуерни услуги достигна обем от $480 млрд., индийският износ на софтуерни услуги достигна невероятните $35.7 млрд. и въпреки това заема ниша едва от 7.4%. Макар че софтуерната индустрия отбеляза ръст от над 300%!

През последните години България постепенно се превръща в място на  outsourcing.

България разполага с висококвалифицирани специалисти в сферата на информационните технологии с много добра езикова подготовка (98% от гимназистите изучават чужди езици). По данни за 2011 г. около 30.000 абсолвенти на българските университети могат да работят в сферата на т.н. Business Process Outsourcing (BPO). Освен това в България има един изключително бърз достъп до Интернет (с 32 мегабита в секунда България се нарежда между 10 страни в света с най-бърз Интернет).

В България е създадено сдружение на фирмите в сферата на outsourcing. Председател на сдруженито е Ивайло Славов <a href="mailto:/ivaylo.slavov@outsourcing-verband.org/">/ivaylo.slavov@outsourcing-verband.org/</a>

Съвсем прав е президентът на Oracle Лари Елисън, който твърди, че тук не става въпрос за пари. Тук става въпрос за бъдещето и мястото на всеки в него.

И България има уникалния шанс да стане част от това бъдеще. Неслучайно списание Business Week посвети на перспективите пред страната ни специална статия под заглавие: „Забравете Индия, тръгваме към България“.

Българските компании за ИКТ изнасят стоки и услуги на стойност над един милиард долара годишно. Това прави около 12% от целия български износ.

Експортът на ИКТ продукти се оценява на 12.5%, а на ИКТ услуги – на приблизително 9.5%. Данните са от доклади на Световната банка и Световния икономически форум в Давос, обобщени от Българската асоциация на софтуерните компании.

60% от оборота на софтуерната индустрия у нас идват от износ. Тази тенденция се увеличава осезателно през годините на кризата, защото българският пазар се оказа твърде малък да поеме една бързо развиваща се технологична продукция. Точно експортът на стоки и услуги в ИКТ сектора се оказа спасителен пояс за бранша, който напук на икономическата стагнация, се развиваше с бурни темпове. Той продължава да бъде най-динамичният отрасъл в българската икономика. За конкурентоспособността на българските компании говори и фактът, че техните продукти са желани навсякъде по света, а делът им в експортната листа на България се увеличава.

Производителността на труда в бранша бележи сериозен ръст от близо двадесет процента, и то във времена на криза.

ИКТ секторът се оказа един от най-гъвкавите, който бързо се адаптира към новите условия на пазара. Формулата на успешния бизнес са добрите партньори и проекти в чужбина. Много български компании работят вече не само в аутсорсинг индустрията, но и произвеждат собствени продукти и услуги, които намират изключително добър прием на световните пазари. А част от тези пазари са в западноевропейските страни и дори в САЩ. Българският ИКТ бизнес открива вече и свои офиси в Европа, САЩ, Азия.

ИТ секторът е един от малкото в индустрията на България, останали почти незасегнати от икономическата криза, като се представя отлично във всички ключови аспекти и има значителен потенциал за иновации и експортно-ориентиран растеж. Общият брой заети в сектора е едва 1% от общия брой заети лица в България, но въпреки това секторът генерира 3% от БВП на страната, което говори за неговата висока добавена стойност.

Сред значимите компании в бранша започват да се нареждат не само чуждестранни аутсорсинг компании, но и местни представители със своите иновативни продукти и успешни бизнес модели, което говори за изкачване на местния ИТ бизнес по веригата на добавената стойност. Въпреки икономическата криза през последните години работодателите в ИТ сектора продължават да наемат персонал, като според данни на НСИ, средното месечно възнаграждение в бранша се е повишило с близо 36% в периода 2009-2011 г.

Прогнози на БАСКОМ сочат, че при среден растеж от 10% годишно и при запазване на сегашните темпове без съществени реформи след 10 години делът на софтуерната индустрия ще достигне 1700 млн. лв. или 1,8 % от БВП. При образователна реформа и повече софтуерни специалисти, софтуерната индустрия може да удвои размера си до около 3700 млн. лв. или 3,8% от БВП. Този ръст би я превърнал в структуроопределяща за българската икономика.

Броят на работните места в софтуерния бранш расте ежегодно с 4,8%. В периода между 2009 г. и 2011 г. в сектора са наети 29,4% повече старши софтуерни разработчици. В същия период значително са се увеличили заетите работни места на професии като инженери по осигуряване на качеството на софтуера, автор на техническа документация, старши ИТ ръководител, ИТ консултант и старши мултимедиен програмист (повече от 40% ръст). Наблюдава се тенденция за търсене на по-специфични умения и се налагат по-интензивни по отношение на знание професии (т.нар. феномен up-skilling).

Към юли 2013 г. уеб програмистите в България са сред най-търсените. JavaScript е езикът за програмиране, който се споменава най-често в обявите за работа към средата на 2013 г. Търсенето на Java програмисти остава сериозно. Към „C” базираните езици е налице също стабилен интерес. Търсенето на все по-модерните Python и Objective-C е все още доста колебливо в България.

Количествената нужда от нови работни места се очаква да се удвои, създавайки огромен дефицит на кадри в индустрията. Проучване на БАСКОМ показва, че, ако софтуерният бизнес се развива според очакванията, след три години ще има нужда от 3 пъти повече софтуерни специалисти, 2 пъти повече управленски кадри, 2 пъти повече специалисти по маркетинг и продажби.

Поради бързото разпространение на мобилните устройства и огромното търсене на иновативни приложения, се увеличава и нуждата от разработчици на мобилни приложения, като дефицитни са специалностите iOS и Android. Дефицитни се оказват професиите в дигиталното пространство, вкл. тези, свързани с дигиталните разновидности на традиционния маркетинг – Google Ads specialist, SEO, SEM, Community manager, специалист социални медии, дигитален продуцент, както и професии като специалист по ползваемост и дизайнер на игри. Това са нововъзникващи професии, които представляват хибриди от търсени умения – например един специалист по ползваемост трябва да има познания за програмиране и психология и антропология, докато един дизайнер на игри трябва да съчетава базов програмистки опит, познания за теорията на игрите, изкуствения интелект и кибернетиката, както и много креативност.

Липсата на експерти е най-голямата пречка за растеж на ИТ индустрията – както в България, така и в Европа. Компаниите в ИТ индустрията изпитват необходимост от три пъти повече специалисти на всички нива, като тази тенденция ще се развива в бъдеще. Само софтуерният бранш, който ежегодно расте с 10%, ще изпита дефицит от над 27 000 незаети работни места през 2015 г. Този дефицит представлява по-малко от 10% от прогнозирания недостиг на ИТ специалисти на европейско ниво.

Сериозната индустрия на ИКТ, която генерира един милиард долара експорт, не се плаши от икономическата криза, а от кризата с недостиг на специализирани кадри. Трънчето в петата на бранша е липсата на достатъчно квалифицирани специалисти. Въпреки че България генерира годишно над две хиляди IT професионалисти, образователното ниво на университетите не отговаря на изискванията на бизнеса. Основният проблем е липсата на практическа насоченост на академичното обучение. Да не говорим за „изтичането на мозъци". Въпреки че заплатите в този сектор са едни от най-високите за стандарта на България - около хиляда-две хиляди евро, най-добрите напускат страната в търсене на по-добра перспектива за реализация.

Проблемът е сериозен, твърдят от бранша, защото липсата на квалифицирани специалисти може да доведе както до намаляване на оборотите на бизнеса, така и до свиване на износа на ИКТ продукти. Така растежът на един печеливш бизнес е заплашен от нарастваща вътрешна криза на човешки ресурси. Стигна се дотам, че браншът започна да лобира за привличане на чуждестранни специалисти, по подобие на западноевропейските държави, с издаване на „зелени карти".

Експертите са категорични, че част от вината е и у тях. Защото бизнесът трябва да работи съвместно с учебните заведения, за да изгради дългосрочна система за академични и практически умения на бъдещите специалисти. Проучване на ICT Media сред компаниите, които експортират ИКТ продукти и услуги показва, че за успехите си те разчитат най-много на своите служители и тяхната квалификация. Затова и „кадрите решават всичко".

Що се отнася до IT пазара, то през миналата година той е реализирал ръст от 2.8 на сто, показват анализите на изследователската компания „IDC България". Рискът от рецесия през тази година в страни като Испания, Италия, Кипър и Гърция ще окаже влияние върху пазара в Централна и Източна Европа и неминуемо и върху България. Към това се добавят и фактори като несигурната политическа обстановка, ниското вътрешно потребление, високата безработица, слабият икономически растеж. Въпреки това, анализаторите прогнозират 6.7 процента ръст на IT пазара в България до 2017 г.

Защо България няма друга алтернатива освен да развива приоритетно информационните технологии? На първо място защото софтуерът като основен компонент от икономиката на бъдещето няма алтернатива и развитието на местна софтуерна индустрия ще бъде фундаментален двигател за развитието на страната като цяло. Защото без софтуер на световно равнище няма да могат да се развиват и други ключови за икономиката производства и услуги като туризма или търговията. Участието в глобалната конкурентна борба чрез нискоефективни, нерентабилни, слабо интензивни, нископроизводителни производства предварително ще бъде обречено на неуспех - освен ако държавата не си поставя приоритетно за цел да крета на дъното на икономическата класация.

В този смисъл информационните технологии трябва да се разглеждат не просто като набор от дейности и сектори, които държавата и респективно правителството при добро желание би могло да насърчава и подкрепя. Всъщност информационните технологии са едновременно ключов елемент от съвременната производствена структура и важен сектор от всяка модерна индустрия.

Не е случайно проведеното през 2007 година от Европейската комисия допитване до обществеността за гледните точки на заинтересованите страни, включително изследователски, промишлени и потребителски организации относно достъпа до пазари и регулаторни въпроси, така че да усъвършенства стратегията на ЕС в областта на ИКТ. Комисията разчита на отворените пазари и свободната търговия и по-специално на многостранните търговски отношения в рамките на Световната търговска организация за да заздрави позициите на европейския ИКТ сектор. „Нашата европейска индустрия в областта на ИКТ се нуждае от мислене в световен мащаб“, казва комисарят на ЕС по въпросите на информационното общество и медиите Вивиан Рединг.

 

Защо българските ИКТ нямат алтернатива? Защото:

• Базират се върху уникално силните страни на България: квалифицирани кадри, добри образователни традиции, значителен експортен потенциал.
• Стъпват върху световнопризнати български продукти и решения.
• Вписват се адекватно в най-новите глобални тенденции в бранша като например т. нар. near-shoring - тоест експанзия в страни, които предлагат освен по-ниски производствени цени, така и максимално ниски транспортни разходи. Така например все повече финландски компании работят в Естония, германски - в Полша, италиански - в Сърбия.
• Представляват икономически катализатор - повишават ефективността и производителността на труда във всички отрасли.
• Изграждат модерно лице на страната - индустрията на високите технологии позволява ефективна борба с корупцията, като дава възможност правителството и администрацията да работят по-прозрачно и резултативно.
• Гарантират постоянен приток на инвестиции - този сектор на индустрията единствен позволява да се създават високоефективни проекти с минимален риск и обем на капитали.
• Гарантират ясна социална перспектива - създават производства с висока добавена стойност и конкурентоспособност, което означава по-високи заплати и преодоляване на социалния песимизъм и спиране на изтичането на мозъци, както и възможност за демографска регулация.
• Позволяват достъп до глобалния пазар и едновременно с това осигуряват устойчив икономически растеж.

 

10.1.2.  Преработвателна индустрия на хранително-вкусовата,   

             парфюмерийно-козметична и  фармакологична промишленост

Това също е в традициите на България и като производство и като суровинна база, макар и в лошо състоние.

Българските вузове, най-вече уникалния ВУЗ УХТ (бивш ВИХВП) е създал кадри и продължава да създава, които работят по целия свят.

За да се постигне конкурентноспособност трябва да се скъса с „лесните” и евтини производства (както е в момента).

Необходимо е да се подкрепят както фирмите, така и научните звена в преобладаващи направления – БИО, ЕКО и Нано продукти.

Изборът на приоритетни сектори е силно базиран на два основни компонента – наличие на растящо търсене за продуктите на дадения отрасъл в световен мащаб и възможност на нашата страна да задоволи това търсене предоставяйки конкурентоспособни стоки от гледна точка на цена (разходи на единица продукция) или качество (добавена стойност). Земеделието и хранително-вкусовата промишленост отговарят в значителна степен и на двете условия. През последните 10 години световните цени на храните са се увеличили значително, като по данни на Световната банка индексът на глобалните цени се е повишил с 104.5% от 2000 до 2012 г., което представлява средно годишно повишение с 6.5%. Под натиска на увеличеното потребление на храна в развиващите се икономика и тенденция за увеличение на средната класа в Китай, Индия, Бразилия и др., увеличените ценови равнище показват значителен структурен дисбаланс в световен мащаб – ниша, която експортно-ориентираните български предприятия биха могли да използват.

От гледна точка на предлагането Земеделието и ХВП промишленост имат значителен потенциал за развитие. Към 2012 г. селското и горско стопанство заемат 5.5% от БВП, а хранително-вкусовата промишленост – около 1.7%, като делът им в брутната добавена стойност е съизмерим. Следва да се подчертае, че ХВП има производителност на труда от 67 хил. евро или над пет пъти по-висока от средната за националната икономика. Добавената стойност в този сектор в такъв случай е в преработването, опаковането и маркетинга на произведените хранителни продукти. Това предполага както осигуряване на отлични условия за производство на селскостопански стоки, така и значителен фокус върху тяхната последваща обработка. Приоритизирането на този отрасъл има също така значителен потенциал да генерира заетост сред относително по-нискоквалифицирания сегмент на пазара на труда и в по-необлагодетелствани региони, с което да спомогне за икономическото сближаване между българските региони.

Основен фокус на приоритетните сектори е те да могат да генерират високи нива на износ. Общия износ в сектори земеделие и растениевъдство възлиза на 1.7 млрд. евро, а на храни и напитки – на 1.4 млрд. евро, или представляват съответно 8.1% и 6.9% от общия износ на страната. Още повече, те нарастват в значителна степен – за 2010 г. износът на стоки земеделски стоки се покачва с 27.9%, за 2011 – с 38,2%, а през 2012 г. бележи лек спад с 7.4%. Износът на храни и напитки поддържа устойчива конкурентна позиция, като през 2010 г. нараства с 30.9% при храните и 7.7% при напитките, през 2011 г. – с 14.5% при  храните и 19.1% при напитките и през 2012 г. – съответно с 5.1% и 16.9%. Тези тенденции показват конкурентния потенциал на сектора и наличието на големи възможности за разширяването му.

Приоритетният подход е избран поради ясно формираната географска концентрация на производителите в основни региона и наличието на значителен брой браншови организации, които могат да послужат като фундамент за изграждане на звена на национална конкурентоспособност. На този етап земеделските производители и преработвателите на храни и напитки са се оформили в редица отделни браншови организации и е започнало изграждането на връзки с образователния и научния сектор.

Секторът ще бъде подпомогнат допълнително от широкия спектър образователни институции, които работят в областта. На ниво средно образование следва да подчертаем съществуването на 124 професионални гимназии в областта на селското стопанство и храните, концентрирани в ключови за отрасъла области.

Висшето образование и иновациите се подкрепят от специализирани университети (Университет по хранителни технологии, Аграрен университет в Пловдив, Тракийски университет и др.), факултети от други университети и научно-изследователски центрове и звена, вкл. Селско-стопанската акадамия. Завършващите селскостопански науки са малка част от общия брой на лицата с висше образование – през учебната 2012-2013 г. едва 1.89% (4994 човека) от студентите завършват със степен бакалавър или магистър по агронауки и аквакултури и 0.55% (1451 човека) завършват ветеринарна медицина. С научно-изследователска и развойна дейност в областта се занимават 2,666 изследователи, концентрирани предимно в държавните институи и висши училища. Ежегодно се обучават около 100 докторанта в областите аграрни науки, горско стопанство и аквакултури, като не всички защитават успешно дисертации. Увеличаването на привлекателността на тези специализации е пряко обвързано със засилване на връзката с реалния бизнес.  Разходите за иновации в сектора са все още на ниско ниво – към 2011 г. те са едва 18.8 млн. евро, като огромната част от тях (83.8%) идват от публични източници, а само 16.2% идват от индустрията. Наблюдава се тенденция на спад на общите разходи за изследвания и развойна дейност, която следва да бъда контрирана чрез целенасочени инвестиции.

Въпреки големия си потенциал, секторът страда от редица значителни проблеми: ниски обеми на общото производство, липса на сертификация за качество, което пречи на износа и реализацията на вътрешния пазар, нужда от допълнителни бизнес и консултантски услуги при разширение на дейността и усвояване на национални и европейски средства в подкрепа на бизнеса, недостатъчно подготвени кадри и ниско ниво на иновационна дейност поради слаба връзка между научните среди и потребностите на реалната икономика, както и недостатъчна степен на развитие на сектора и връзките между различните играчи в подсекторите. Тези проблеми могат бъдат адресирани чрез предоставяне на грантово финансиране за иновационни и сертификационни дейности, изграждане на физическата и интелектуална инфраструктура за ключови за сектора дейности и предоставяне на бизнес услуги.

Някои специфични особености и изисквания свързани с реиндустриализацията в селското стопанство

 

Българското земеделие претърпя сериозни промени след 1990 год. и се развива като част от европейското земеделие, характеризиращо се с висока интензивност и добре развити фермерски стопанства. Наред с някои положителни неща в развитието на отрасъла се появиха редица отрицателни явления, които ако не бъдат отстранени, ще създават нови и още по-тежки проблеми.  Едно от решенията, с които могат да бъдат преодолени е извършването на реиндустриализацията на отрасъла в периода 2014-2020 г.

Извършването на реиндустриализацията в земеделието е сложен и комплексен процес и се нуждае от отчитане на всички фактори на производство, особено на съчетанието и действието на биологическите и икономическите фактори. Изисква се компетентно и изнесено напред виждане за развитието на конкурентно и високо ефективно експортно ориентирано производство.

България има нужда от Национална политика (стратегия) за развитие и организация на земеделието, която да важи за по-дълъг период от време (2014-2020г.). Тя следва да обхваща не само площи, добиви и производство, но и технологията (в основата на организацията), инвестициите, стъпките, законите, бизнес средата, т.е.  всичко свързано с комплексен и експертен подход за постигане на целите. Такива следва да бъдат разработени във всяка област,  във всяка община, и да служат като основа за разработването на проектите за развитие на агробизнеса в условията на пазарана икономика  и използването на парите от Европейските фондове.  От особено значение е да осигури използването трите важни фактора на развитието на селското стопанство (агробизнеса) – държавата, бизнесът и капитала:

• Държавата, която преди всичко чрез закони, наредби и други нормативни  актове осигурява условия за развитието на бизнес средата, чрез които да се създадат възможности  за постигане на единство между „земя – труд – капитал”. За съжаление на сегашния етап са все още малко действуващите нормативни актове.
• Бизнесът (производствените структури), кооперации, фермери, средни стопанства, браншови структури и сдружения не действат достатъчно ефективно.
• Капиталът, само на основата на неговото осигуряване - собствени  и привлечени средства може да се създадат необходимите условия за развитието на отраслите и изгради съвременна  матерално–техническа база, в т.ч. и извършването на неговата реиндустриализация.

Вниманието следва да се насочи  към внедряване на високи технологии, към преминаване на качествено нов етап в развитието. През този период трябва решително да се повиши ролята на науката и техниката в качественото преобразуване на производителните сили, да се издигне технологичното равнище и организацията на производството, съществено да се подобри качеството на продукцията, да се осигури всестранната интензификация и повишаване ефективността на производството. За изпълнението на поставените задачи да се пристъпи към коренно преустройство на материално-техническата база, към дълбоки изменения на технологичната и инвестиционна политика и на производствената и организационно-управленческата структура като основни елементи в съдържанието на качествено нов растеж.

Заедно с прилагането на високите технологии следва да се внесат и принципни изменения в структурата на селскостопанското производство, като се даде предимство на стратегическите и наукоемките производства, съответстващи на изменящите се изисквания на вътрешния и международния пазар и развитието на най-новите направления на научно-техническия прогрес.

 

Основните направления, които са свързани с постигането на високи и устойчиви темпове на икономически растеж и постигане на висока икономическа ефективност от производството са следните:

• Внедряване на нови и усъвършенствани високи технологии – БИО, ЕКО, Нанотехнологии.
• По-пълно използване на природно-климатичните условия и биологичния потенциал на културите, за увеличаване на средните добиви и на производството без извършването на допълнително големи капиталовложения.
• Обновяване и модернизиране на материално-техническата база и на инфраструктурата  на производството.
• Подобряване на видовата и сортовата структура. От особено значение е усъвършенстването на сортовия набор с цел максимално удължаване на периода за производството и прибирането на продукцията, съобразно екологичните условия, биологическите възможности на сортовете и използване на култивационни съоръжения, за по-пълно задоволяване на потребностите на населението и туризма, за преработка и износ;
• Осигуряване на условия за комплексно използване на интензивните фактори на производството и по специално на торенето, на напояването, растителна защита, диференцираното прибиране на продукцията в зависимост от нейното направление, съхранението и оползотворяването на производствената продукция, по-широкото механизиране на трудоемките процеси и внедряване на комплексни механизирани технологични линии със завършен цикъл на производство;
• Използване и създаване на икономически условия и възможности за развитието на производството и възпроизводството на производствените фондове.

Реконструкцията и модернизацията – фактор за повишаване на интензификацията и утвърждаване на интензивен тип на развитие на селскостопанското производство и повишаване на неговата ефективност.

      Икономическата същност на ефективността може да се прояви цялостно само ако се разгледа в рамките на единния възпроизводствен процес, а не в отделния цикъл на производството. Това важи особено за ефективността на основните фондове, чието възпроизвоство се осъществява в поредица от последователни производствени цикли. Следователно, новият момент при ефективността на основните фондове е в това, че се отчита разходът не само на потребените фондове, а се обхващат и авансираните. Основните фондове са специфични не с това, че са разход на труд въобще, а защото са авансиран разход на труд, т.е. днешен разход направен за бъдещ период. Отчитането на авансираните фондове е условие за минимизиране на разходите на обществен труд, което в крайна сметка е тъждествено с икономията на обществен труд. Независимо в каква форма се явява на първо време ефектът в отделните процеси на общественото производство (икономия на суровини, гориво,  енергия или жив труд: внедряване на по-съвършени и производителни машини или по-пълно използване на наличните и пр.) за народното стопанство, той регулира в крайна сметка като икономия на обществен труд.

Поради това производителността на обществен труд се явява критерии както за ефективността на производството, така и за ефективността на основните фондове. В селскостопанското производство това е свързано с извършването на реконструкцията и модернизацията, т.е. внедряване на нови високи технологии, най-вече в БИО, ЕКО, Нано направленията от приоритетния отрасъл  „Преработвателна индустрия”.  Най-прекия път към увеличаване обществената производителност на труда е модернизацията и реконструкцията на основните фондове. При това влиянието на този процес е най-тясно свързано с усъвършенстване на технологиите, т.е. със заменяне на остаряващата техника и технологии.

 

Първият икономически фактор за повишаване обществената производителност на труда е модернизацията.

Модернизацията е преди всичко усъвършенстването и внедряването на промишлените технологии и е един от основните фактори за повишаване обществената производителност на труда.

 

Вторият икономически фактор за повишаване обществената производителност  на труда е реконструкцията. Преди всичко тя е свързана с внедряването на такива сортове, формировки и направления на производството, които да отговарят на най-новите достижения на научно-техническия прогрес. Следователно реконструкцията се явява мощен фактор, но изисква за нейното извършване един по-продължителен етап и повече средства.

Модернизацията и реконструкцията на основните фондове в селскостопанското производство имат траен характер и се извършват за по-продължително време.

Провеждането на реконструкцията и модернизацията е в най-тясна връзка с интензификацията на производството. Внедряването на комплексните технологични линии със завършен цикъл на производство, осигурява извършването на интензификацията. Най-важните елементи на тези технологии и линии е, че те създават условия за индустриализация на производството. Това се отнася до използване предимствата на районирането, специализацията и концентрацията и изграждането на оптимална структура на основните култури.

Същността на интензификацията на селското стопанство се определя като концентрация на капитала на една и съща землева площ вместо разпределението му между участъци, намиращи се един до друг.

Внимателното разглеждане на тези постановки достатъчно ясно показват два основни извода: първо – интензификацията на селското стопанство трябва да се разглежда преди всичко като сложен процес на разширено възпроизводство, чиято същност не може да се разбере без едновременното разглеждане на вложенията и получените резултати от една и съща площ; второ – интензификацията на селското стопанство трябва да се разглежда изключително на основата на съвременния научно-технически прогрес в най-широкия му аспект.

Интензификацията се определя като процес на увеличаване и поевтиняване на продукцията от единица площ по пътя на допълнителните вложения и повишаване на ефективността на функциониращите средства за производство.

Процесът на всестранното усъвършенстване на производството е непрекъснат. Негов двигател е все по-динамичния научно-технически прогрес в областта на селскостопанското машиностроене, торенето и растителната защита, хидромелиоративното машиностроене, генетиката и селекцията, новите технологии, новите и по-съвременни форми на организация и т.н.

Всичко това изисква да се създадат условия за развитие на производството по интензивен път, като чрез модернизацията, специализацията, концентрацията и индустриализацията да се осигури повишаването на средните добиви в основните промишлено-стокови райони, като се внедряват нови и усъвършенствани технологии и по-високопродуктивни сортове, както и съвременни машини и съоръжения за преход от частична към пълна механизация на производствените процеси.

Главно на тази основа ще стане възможно да се постигне намаляване на разхода на жив труд в структурата на себестойността (C:V), при общо намаляване на себестойността за единица продукция.

Определянето на същността, показателите и критериите на икономическата ефективност на производството, е един от най-сложните на нашата аграрикономическа наука и практика. Тази особеност произтича  от обстоятелството, че тя често пъти се явява в сложни взаимоотношения, зависимости и въздействие, като последователно менят местата си на фактор и на резултат. В редица случаи резултатите се явяват като важен и неотменим фактор, осигуряващ по-нататъшното развитие и разширяване на производството.

Някои специфични моменти отличаващи  селскостопанското производство от останалите сфери на материалното производство внасят известни особености и в подхода при определяне икономическата ефективност на производството, на основните фондове и на капиталните вложения.

Най-общо тези особености са следните:

• Селскостопанското производство е подчинено на редица биологически закони. От стадиите, в които протичат биологическите процеси, се определя и моментът на влагането на жив труд и използването на средствата на производство, което обуславя сезонния характер на приложението им. От друга страна ефективността на производството  и на основните  фондове заети в селското стопанство се намира под непосредственото и силно въздействие на биологическите фактори на производството.
• Специфична особеност  за селското стопанство е използването на земята като главно средство за производство. В другите отрасли размерът на производството се диктува само от възпроизводими фактори и в такъв смисъл при тях възможностите за разширяване на производството са сравнително неограничени. Земята е ограничена и действа като ограничаващо условие върху размера, динамиката и структурата на селскостопанското производство.
• В отрасъла растениевъдство съществува необходимост да се отвлича от оборот част от обработваемата земя, за да се създадат основни фондове, в специфична форма – трайни насаждения.

 

Особеностите в селското стопанство налагат по-добре да се определи икономическия ефект от новите и усъвършенствани сортове и технологии, въпрос, който има пряко отношение към внедряване на научно-техническият прогрес.

Специализацията и концентрацията са обективната предпоставка за внедряване промишлените технологии на производството. Те са обективни процеси и са свързани най-пряко със създаването на условия за развитието на селското стопанство на промишлена основа, за неговото технологично и организационно преустройство.

 

Постигането на рационално-оптимални размери на площите                                   (насажденията) и на производството е основна задача, която следва да се решава с извършването на концентрацията на производството. Защото оптималният размер не във всички случаи е възможно на големият размер на производството и подобряването на неговите икономически резултати с повишаване степента на специализация и концентрация, не е безгранично и непрекъснато. Както показват и резултатите от практиката, при надхвърлянето на определена критична точка (на определения размер), на определена концентрация на производството, се стига до относително влошаване на резултатите.

В икономическата литература се дават различни определения по отношение на понятието  „оптимален размер“. То се свързва с този размер, който при равни други условия се внедряват най-прогресивни технологии и организация на производството, труда и управлението, в резултат на което се произвежда най-голям обем продукция, най-малък по размер текущи и еднократни вложения.

 

10.1.3.  Туристическа индустрия

 

Конкурентноспособните направления в туризма, които трябва да се подкрепят и носят високи технологии са:

• Уелнес, СПА и Балнео туризма и
• Културния туризъм.

 

В сравнение с други конкурентни европейски дестинации имаме

• Най-много минерални извори и
• Добре оформени исторически и културни паметници.

На проведен в София дебат на тема „Реиндустриализацията на Европа – мит или реалност“, заместник-министърът на икономиката и енергетиката с ресор туризъм Бранимир Ботев изрази надежда,  че този дебат ще донесе  идеите, от които да формираме предизвикателствата, с които ще трябва да се справи индустрията на България. Той допълни още, че такъв един пример може да бъде приетият през октомври тази година от  Европейския съюз Регламент 201124, който ще разкрие нови възможности пред българската туристическа  индустрия. Благодарение на него огромна част от страните членки на ЕС с висок стандарт на живот ще могат да аутсорсват дейности по рехабилитация, медицинско обслужване, почивка, санаториално лечение в България. Става въпрос за един глобален ресурс от порядъка на около 90 млрд. евро, с който оперират техните здравни каси. Говорим за индустрия, която може да излее златен дъжд върху България.

Растежът е факт, но той поражда въпросите, на които ние като администрация трябва да търсим как да отговорим, допълни той и припомни, че за половин година делът на туризма в БВП на България е скочил от 12.5 на 13.6% тази година, очакваме 7-милионния турист, както и 3 млрд. евро постъпления от отрасъла. Необходими са обаче кадри, които да обслужват всички тези туристи, които очакваме. Голям проблем, с който бизнесът и администрацията трябва заедно да се справим, е и текучеството на кадри - близо 80% в сектора, подчерта още заместник-министърът.

10.2. Вторият голям дял на реиндустриализацията в тази програма е делът на така наречената „историческа“ индустрия, на която трябва да сеобърне специално  внимание

        Това са отрасли – извън 3 – те приоритетни, които са създадени в близкото и далечно минало и в момента показват относително добри икономически  показатели на фона на общата  българска икономическа картина.

       За да станат високотехнологични и конкурентноспособни е необходимо да се подкрепят в направленията:

• Иновативни и научно-приложни разработки.
• Компютъризирани и автоматизирани производства.
• Внедряване на нанотехнологии
• Високотехнологично обновление
• Нови кадри от ВУЗ–овете и дуалното обучение.

 

<a name="11"></a>11. Силна рамка за управление на България  <a href="#начало">↑</a>

 

Условия за бърза и ефективна реиндустриализация на България

• Адекватна, ясна и предсказуема макроикономическа рамка.

Реиндустриализацията на България може да бъде успешна само ако е подкрепена от адекватна, ясна и предсказуема макроикономическа рамка, с която да се избегне противоречието между отделните политики, както и от бюджетни средства, необходими за даването на тласък на публичните и частните инвестиции. Настоящата макроикономическа политика не осигурява подходящ достъп до капитали за инвестиции и иновации, особено за МСП, и следователно е в противоречие с необходимата индустриалната политика. България се нуждае от стратегия за устойчив растеж като основа за осъществяване на процеса на реиндустриализация.

• Ефективна система на държавните поръчки.

Възлагането на обществени поръчки следва да бъде един от двигателите на реиндустриализацията. Възлагането на обществени поръчки е неделима част от индустриалната политика.

Ефективна система на държавни субсидии

Държавните помощи са едно от най-ефективните средства за бързо повишаване на конкурентоспособността на индустрията. Не само в ЕС, но и в множество страни по света има ефективни  практики и примери за предоставяне на държавни помощи за насърчаване на индустралното производство.

Успешната индустриализация на България зависи от множество фактори, сред които на първо място следва да се споменат ниската цена на енергията, предвидимото регулиране на стопанската дейност, рязко нарастване и ефективно използване на средствата за научно-изследователска и развойна дейност, както и подобряване на системата на образование.

• Предприемане на срочни мерки за ограничаване на растежа на цените на енергията, в отделни случаи и за тяхното намаляване.

Политиката на субсидиране на производството на енергия от възобновяеми източници с помощта на фиксирани цени в рамките на дългосрочни договори за изкупуването й следва да бъде преосмислена и прекратена, както в Европа, така и в България. Този вид производство на енергия не способства за технологичното развитие, защото нейните производители са напълно удовлетворени от изгодните изкупни цени и не са заинтересовани в усъвършенстването на съществуващите технологии и по този начин за нейното поевтиняване.

Очевидно е, че реиндустриализацията ще бъде значително затруднена, ако цените на енергията не се нормализират. В противен случай произвежданите стоки не могат да бъдат конкурентоспособни. Това е така, защото относителният дял на трудовите разходи в общите производствени разходи намалява (в световен мащаб те съставляват около 20%), докато материалните разходи се увеличават (те възлизат на около 40%). Това обяснява и фактът, че трудовите разходи започват да играят все по-слаба роля за мобилността на индустрията.

• Финансиране на реиндустриализацията.

Процесът на реиндустриализация на България е свързан със значителни инвестиции, които не могат да бъдат осигурени по пътя на преки чуждестранни инвестиции. Затова следва да се предприемат всички възможни стъпки към ускорена акумулация на национален капитал за целите на реиндустриализацията. В тази връзка е необходимо да се помисли за въжможността за вътрешни държавни заеми чрез емисията на облигации по подобие на държавните заеми, с които през първите години след 9-ти септември беше финансирано изграждането на големите промишлени предприятия, т.н. национални обекти. Това ще бъдат целеви заеми, за осъществяването на конкретни проекти. За съжаление парите, които България взе на международните капиталови пазари през годините след реструктурането на външния дълг през 1994 г. бяха или за погасяване на стари дългове или за закърпване на дупки в бюджета. Затова трябва да бъде гарантирано целевото използване на заемите за реиндустриализация.

В България е нарушена не само връзката между национален промишлен и национален финансов капитал, но и основата на която се реализира тази връзка. Тази основа е собствеността. Историята на индустриализацията в Европа е процес на постепенно превръщане на търговския капитал в паричен и инвестицията на паричния капитал в индустриалното производство и транспорта. Едва ли може да се очаква, че дъщерните банки на западните банки, когато доминират българския банков пазар ще бъдат готови да поемат кредитния риск, свързан с реиндустриализацията. Необходимо е да се помисли за целесъобразността от създаването на самостоятелен финансов институт за финансиране на реиндустриализацията.

 

Държавата има достатъчно паричен ресурс да „зариби реиндустрилизацията”, като предостави цялата свободна парична ликвидност от държавните фирми и НАП, например, на Банката за развитие, а тази банка да започне да финансира не определени инвестиционни проекти, а цялостни, пораждащи синергийни ефекти структурни проекти. Това е банката, която трябва също така под държавна гаранция да взема пари вътре и извън страната за реиндустрилизация под формата на облигации. Тази банка може и следва да стане банката на българите, на българския дребен спестител, малък, голям и среден предприемач. Само за 10 години тя може да се превърне в номер едно в банковия сектор. Не е целесъобразно спестяванията на българина, както и неговите доброволни пенсионни вноски да се управляват от чужденци според критерии, които често противоречат на националните интереси. 

 Бюджетни средства

Успешната реиндустриализация изисква заделянето на средства в бюджета на страната за нейното финансиране. Илюзорно е да се мисли, че реиндустриализацията може да бъде финансирана само със средства на частния капитал или от преки чуждестранни инвестиции.

Финансова архитектура, доминирана от национален капитал

Очевидно е, че дотираните от чуждестранен капитал български банки ще продължат своята кредитна политика, насочена към предоставянето на ипотечни кредити, потребителски кредити, както и кредити за оборотни средства на фирми предимно от сферата на услугите. Едва ли може да се очаква, че дъщерните банки на западноеврепейските банки ще се насочат към финансиране на дългосрочни инвестиции в българската индустрия. Затова е срочно необходимо концентрация на финансови ресурси, както по линията на бюджета, европейските фондове и финансовите институти, контролирани от български капитал, така и по линия на привличане на спестяванията на населението с помощта на емисии от държавно гарантирани облигации за реиндустриализация на България. Без силна, контролирана от българския национален капитал финансова архитектура ще бъде много трудно да се реши въпросът с финансиране на реиндустриализацията.

Разделението на труда и собствеността върху средствата за производство са основната причина за съществуването на стоковото производство. Своят дял има и частната собственост върху паричния, заемния и фиктивния капитал, които притежават самостоятелни форми за своето движение. Следователно, размяната предполага пазара, а той от своя страна стоковото производство и парите. И всичко това е свързано с потребностите и след това със стремежа за печалба, за по-голямо притежание на активи и респективно на пари.

Отношенията, произтичащи от стоковото производство, имат стоково- паричен характер. Те се регулират от обективни пазарни механизми, които много често са причина за кризисни явления. От това следва, че не е възможно да се провежда правилна икономическа политика на държавното управление, когато тя не е съобразена с обективните закономерности и ролята на парите. Защото те, парите, са всеобщият измерител на богатството, доходите, натрупванията и потреблението.

Теориите за същността и функциите на парите не са една или две. Нямаме за цел да се включваме в голямата дискусия за същността на парите в настоящата разработка. Ще се опитаме, обаче да направим някои предположения, или да формулираме тези, които някои спокойно могат да квалифицират като неправилни. Бихме желали, обаче да се опитаме да предложим на държавното управление да се възползва от възможностите, които предоставят съвременните пари, и най-вече за преодоляване на консервативното разбиране в областите на тази материя, Естествено ще се спрем не на парите въобще, а на една конкретна парична единица, наречена български лев.

И така, мнозина търсят спасението с членство в еврозоната. Имахме дори конкретни планове за това. Не беше обаче разгледан въпросът за готовността на икономиката, доходите, пазарът и потреблението за използването на единната европейска валута - евро. Според нас ние не бяхме готови и все още не сме готови. Което означава, че българският лев продължава да обслужва икономическите процеси и да се използва като основна парична единица на национално равнище.

През последните 16 години стойността на лева е фиксирана като представителна по отношение на еврото, а неговата емисия зависи от валутните резерви на страната. Въведен беше Валутен борд, който има принудителен субективен характер и не се влияе от обективните пропорции. При това положение всяка една политическа сила в страната приема като приоритет в своята политическа програма запазването на Валутния борд като гаранция за стабилността по отношение на покупателното търсене, на паричната единица, спестяванията и въобще осигуряването на някакъв жизнен минимум. Може би това е правилно. Ние обаче ще поставим под съмнение целесъобразността от дълголетното прилагане на Валутния борд и най-вече запазването на неговите принципни характеристики и параметри.

Това съмнение, според нас, се поражда от един съществен въпрос: Не е ли пасивна икономическата политика на държавното управление по отношение на парите и следва ли да включва и специална парична политика?

Благодарение на своите функции, парите, дори бивайки и непълноценни или само с представителна стойност, имат силна роля в една икономика, подчинена на пазарните механизми и стоково-паричните отношения. От друга страна не е възможно държавата да се опитва да регулира определени кризисни или негативни процеси или явления в икономиката, ако забравим, че парите също се подчиняват на обективни закономерности и определянето на една тяхна принудителна стойност може да породи стагнация на икономиката, ниски експортни възможности, задържане в равнището на доходите, потреблението и създаването на брутния вътрешен продукт.

Какво печелим от прилагането на Валутния борд?

Печалбата се състои в следното:

• Силно ограничаване на инфлацията и дори постигане на дефлация;
• Намаляване на бюджетните дефицити в допустими граници;
• Осигуряване на покупателна способност на получателите на ниски доходи, формирани чрез минимална работна заплата, пенсии, стипендии или помощи;
• Стимулиране на вноса и осигуряване на стоково разнообразие.

 

В същото време е видно следното:

• Валутният борд не е масово явление в управленските практики на правителствата в Европа, Азия, Америка, Австралия и Африка;
• Прилагането на Валутния борд в Аржентина доведе до силно обедняване, масови протести и граждански неподчинения;
• Валутният борд стабилизира, но в същото време след това сковава развитието на икономиката и доходите, защото изкуственото и принудително фиксиране на официалния курс на една валута бързо се разминава с обективните процеси и в крайна сметка води до противоречието между официален курс и реална покупателна стойност на паричната единица.

Определено считаме, че ролята на парите не трябва да се подценява. Тя може да бъде силно положителна, ако държавното управление включва в своите съставни направления една добре разработена парична политика, за да се постигне следното:

•  Стимулиране на износа;
•  Осигуряване на икономически растеж;
•  Повишаване на доходите;
•  Формиране на обективни икономически структури и пропорции, основаващи се на икономическия потенциал на страната - природа, климат, ресурси, земя, работна сила и т.н.

Това практически не може да се осъществи, ако централната банка не бъде реформирана, за да изпълнява и функцията на проводник на националната парична политика. Това се отнася в пълна степен за емисионната дейност и възможностите за регулиране на паричното обръщение и паричния оборот.

Насоките на паричната политика

Далеч сме от мисълта, че държавното управление на една страна-членка на Европейския съюз, може да има големи възможности и да води една самостоятелна парична политика. От друга страна обаче, никой не е наложил на страната да използва правила, които не са характерни и задължителни за всички страни от общността.

Отново става дума за Валутния борд. Неговото прилагане е едно вътрешно политическо решение, но може би трябва да се премисли. Според нас не като обществен дебат или референдум, където некомпетентността и емоциите биха могли да надделеят. По-скоро е необходимо да се направят точни експертни анализи и прогнози и да се прецени в крайна сметка какви ще бъдат резултатите и евентуалните корективи, ако те получат негативно изражение.

Няма да спорим за полезността на Валутния борд в сравнение с голямата инфлация и загубата на спестяванията. Действително той донесе стабилност. Но след време се оказа, че Валутния борд има и отрицателно влияние.

През последните две години България беше сочена като страна със стабилна парична система. Дали това обаче се отнасяше за стабилността и растежа на икономиката?

Политическата нагласа на основните кандидати за участие в държавното управление е еднозначна - да се запази Валутният борд, защото неговата отмяна ще освободи инфлацията и получателите на ниски доходи ще бъдат обречени.

Действително този страх е основателен. Никой не би желал да прави експерименти и най-малкото да остави населението на стихията на пазара.

Следва ли обаче, че Валутният борд е основният регулатор на държавата по отношение на паричната система и икономиката?

Да приемем, че бяхме приети за членове на еврозоната и нашата национална валута беше еврото, без да има някакъв принудителен валутен курс. Стойността на еврото се формира от международните пазари и условия и по отношение на останалите световни валути може да поскъпва или да се обезценява. Тогава ние трябва да се съобразяваме с една обективна среда, защото е естествено да има обезценка и инфлация. Друг е въпросът какви са възможностите за отстраняване на тези явления. От една страна чрез банката на Европейския съюз, а от друга чрез банките и икономическите мерки на отделните страни.

Гърция е член на еврозоната. Но това не помогна за нейната финансова криза. Друг е въпросът, че фалитът на тази държава беше отложен едва след предоставянето на колосални заеми. Някои могат да запитат: Защо Гърция изпадна в остра криза на държавния бюджет, на банковата система и икономиката? Най-общият отговор е, защото не провеждаше режим на икономии и не овладя големите бюджетни дефицити.

Противно на Гърция, България е отличник по прилагане режима на икономии. Не само по отношение на държавния бюджет, а извършваше икономии във всичко, а именно:

• Икономични разходи;
• Икономично потребление;
• Икономични инвестиции;
• Намаляване на трудовата заетост.

В противовес на това се увеличават спестяванията на населението и междуфирмената задлъжнялост. Но в каква икономическа среда:

• Вносът е по-голям от износа, защото силният лев позволява това. В крайна сметка дори традиционните български продукти са изложени на нелоялна конкуренция и по отношение на вътрешния пазар и най- вече по отношение на международните пазари. Защото курсът на лева е стабилен като официален и обменен, но реалната му покупателна сила е различна;
• Инвестиционната активност е ниска, а застоят на икономиката води и до застой във величината на доходите;
• Банките са свръхликвидни, спестяванията на населението растат, а обратно - производството и потреблението се свиват. Търсенето на кредити е вяло, увеличават се лошите и необслужваните кредити;
• Валутният борд стагнира българският износ. Защото левът е надценен и не позволява на инвеститорите и предприемачите да бъдат конкурентоспособни на външните пазари;
• Въпреки, че левът е стабилен и много често е на лице дефлация, в дългосрочен план обезценката на лева и инфлацията се проявяват. Може би не повсеместно по отношение на всички цени, а обхващат цените на стратегически стоки: горива; електроенергия; основни предмети за потребление.

От това следва, че един предприемач, който е инвестирал преди 10 години и е достигнал бързо оптимума на производителност на труда с наличните производствени мощности, ще има през годините две характерни особености:

• Условно постоянни приходи, а в някои случаи и намаляващи приходи;
• Непрекъснато увеличаващи се разходи.

Ако този предприемач реализира своята продукция на външните пазари, неговите постъпление ще бъдат в съответната валута. Ако постъпленията са в долари трябва да бъде по-гъвкав в закупуването на левове, защото доларът поскъпва или поевтинява. По отношение на еврото, обаче левът е стабилен и не се променя. Какво означава това? Това са няколко лоши последствия, които не само имат тенденция към задълбочаване, защото:

• Намаляват производствените натрупвания и възможностите за инвестиции, свързани с обновяване и модернизиране на производството;
• Намаляват кредитните възможности, защото амортизациите и печалбата няма да бъдат достатъчни източници за обслужването на кредитите;
• Постепенно се декапитализира фирмата по отношение на оборотния капитал, намаляват платежоспособността, ликвидността и се увеличават задълженията;
• Задълженията към доставчици, работници и служители, невнесените данъци и осигуровки се явяват едни от основните източници за финансиране на дейността;
• Увеличава се сивата икономика.

Нашето дълбоко убеждение е, че паричната политика на държавното управление трябва да се активизира. Но не само чрез действия пряко насочени към емисията и оборота на пари. Необходими са и механизми, които да регулират цените и потреблението. От една страна с приоритет към пазарните механизми, но от друга страна с активното налагане на правила, които да бъдат своеобразни буфери спрямо проявлението на пазарната стихия. Доколкото това е възможно разбира се.

Естествено е да се предположи, че резултатите ще бъдат по-добри при едно експертно и компетентно държавно управление, отколкото при управлението на така наречените чисти политици, които нямат необходимата компетентност. Тук може да се изпадне в едно голямо противоречие между експертно управление и липсата на политическа воля.

Или между политическата воля и отсъствието на компетентност.

 

И така, какви могат да бъдат държавните лостове, които да регулират паричната система и покупателната сила на парите?

 

Според нас това са:

• Контрол върху сливанията, конкуренцията, картелите и премахване на монополите;
• Либерализация на пазара на електрическата енергия и на горивата;
• Създаване на валутни и стокови резерви, които да се използват в определени случаи за противодействие;
• Създаване на условия за икономически растеж чрез стимулирането на стратегическите икономически приоритети - инфраструктура, земеделие, хранителна индустрия и туризъм;
• Увеличаване на дела на антикризисните бюджетни разходи и допускането на бюджетен дефицит само когато чрез него ще се финансират разходи, които ще увеличават производството или потреблението. Но не чрез пенсии и социални помощи или псевдотрудова заетост;
• Предоставяне на финансова свобода на общините и регионите и търсенето на правилни пропорции между централизираното, регионалното и частното финансиране.

Но веднъж поставили въпроса за Валутния борд, следва да запитаме: Да се премахне или да се съхрани?

Според нас всяка рязка промяна и най-вече необмислено решение са противопоказни. Важното е обаче да се разбере, че Валутният борд не е панацеята за стабилизиране на паричната система и не може да бъде догма. Необходимо е преразглеждане на неговото използване.

Следователно наше дълбоко убеждение е, че трябва постепенно да се променят принципите за прилагане на Валутния борд, докато настъпят благоприятни условия за неговата отмяна. А те ще бъдат налице само при растеж на икономиката и осигуряването на по-голяма заетост, съчетана с повишаване на доходите. Тук става дума не толкова за увеличаване на заплатите на държавния апарат, пенсиите или помощите, а за доходите от реалния сектор - индустрия, земеделие, туризъм и услуги.

Предвиждаме също така, паричната политика на държавното управление, насочена към реорганизиране на Валутния борд, да се ръководи от следните принципи:

•  Анализ;
•  Разработване на модел;
•  Въвеждане на корективи;
•  Законово и нормативно осигуряване.

Явно е, че тези принципи трябва да бъдат основание за промяна в политиката на БНБ, Министерство на финансите и успоредно с това в политиката на Министерството на икономиката, енергетиката и туризма, Министерството на земеделието и храните, Министерството на регионалното развитие и т.н.

Тук е мястото да споменем, че политиката на едно държавно управление е в пряка зависимост от компетентността и функционалната обособеност на неговите управленски структури. Следователно задължително е преразглеждането и пълна реформа в структурата на министерствата, агенциите и комисиите. Всичко трябва да бъде насочено към следното:

•  Създаване на условия за прилагане на законите;
•  Извършване на анализи и контрол и най-вече предварителен контрол;
•  Подпомагане на свободната инициатива;
•  Управление на държавната собственост;
•  Намаляване на бюрокрацията;
•  Намаляване на корупцията.

 

Насоките на паричната политика на държавното управление в следващите една-две години ние определяме в следните направления:

•  Емисията на пари;
•  Финансиране на бюджетните дефицити;
•  Въвеждане на гъвкавост в правилата на Валутния борд;
•  Използване на диференцирани валутни курсове;
•  Девалвация на паричната единица.

Емисията на пари сега зависи от величината на валутните резерви. Няма да възразим срещу това правило. Но не бива да забравяме, че количеството на парите в оборота се подчинява на други закономерности.

Поради тази причина може би ще бъде правилно да се възстанови регионалната дейност на БНБ с главна насоченост - управление на емисионно-касовата дейност. Следователно, емисията на парите може да не се ограничава твърдо в съчетание с финансирането на бюджетните дефицити.

Сигурно веднага ще получим остри критични забележки за допускането на тази мисъл. Някои приемат като ерес използването на емисията за финансиране на държавата. Какво обаче се забелязва в годините на световната финансова криза? Забелязва се, че използването на паричната емисия е доста срещано явление като първенецът естествено са САЩ. Следователно резултатът може да бъде различен - положителен или отрицателен в зависимост от това, какви са твоите действия - компетентни или некомпетентни. Според нас, ако се съчетае използването на емисия-дефицит и насочването на бюджетните разходи в една програмна стратегия, положителното влияние върху икономиката ще бъде налице.

Нееднократно подчертахме, че дългосрочното фиксиране на съотношението EUR-BGN - 1:1,95 има недостатъци. Основният между тях е надценяването на лева. Ето защо препоръчваме две неща:

• Диференциране на курсовете купува и продава спрямо определени юридически лица;
• Девалвация на лева. Може и на етапи, до равнището на неговото реално обезценяване.

При възстановяването на ДДС се изготвя специална справка за мястото на реализация на произвежданите или продадените стоки. Когато се докаже, че износът е над 30% от продажбите, възстановяването на ДДС се извършва в много кратки срокове и ускорен данъчен период. Следователно ние приемаме, че за да се стимулират износителите, които може би са най-потърпевши от Валутния борд, може да се въведе привилегирован курс. Така те ще разполагат с по-големи възможности да увеличават своите разходи за инвестиции, работна заплата и осигуровки.

Девалвацията е един от методите за стабилизация на обезценената парична единица. В исторически план това беше използвано от Германия и Япония, а днес САЩ и в последно време Швейцария също поддържат по-ниски нива на своите парични единици. Защото правилото е едно - скъпите пари пречат. Надценените или подценените пари - също. По-евтините пари обаче водят до по-голяма конкурентоспособност на износа и могат да се използват като антикризисна мярка. Следователно в девалвацията на лева, дори извършена на няколко етапа, няма да има нищо лошо. Стига да знаеш как да го направиш и това да е едно своеобразно предизвикателство към държавното управление. Ако не се преосмисли използването на Валутния борд и българският лев не получи своята реална оценка, кризата ще се задълбочи и бъдещето на Р България ще бъде много несигурно. Още повече, че реалният курс на EUR:BGN е не 1:1,95 а може би 1:4 или дори 1:5.

 Нуждата от външен кредит

Според медийните източници България е с най-нисък жизнен стандарт на гражданите си, а държавата е с най-ниска задлъжнялост и бюджетен дефицит, сравнено с останалите икономики в ЕС. Това съотношение е неестествено и нелогично да продължава във времето, защото сме част от Европа и в частност от Еврозоната (валутен борд), където за 2013г. се очаква свиване от 0,6%. За безработицата в ЕС се очаква връх от 12,7% през 2014г. (средно за Еврозоната).

Тези показатели в икономическото пространство на ЕС очевидно ще се изравняват, защото тяхното развитие след 5, 10, 15 години ще се осъществява и ще се редуцира с относително близки модели и еднакви способи, базирани на анализиране и реформиране на състоянието на големите икономики – Франция, Италия и Испания.

За съжаление с правителствата трудно се говори в дългосрочен план, защото ги вълнуват оценките на еврочиновниците, в къс хоризонт,  а не стандарта на българските граждани и растежа на бизнеса.

В плюс е и „наследството” на Дянков, като добре оценени бюджетни параметри, т.е. ще се вземат по-лесно заеми от МВФ и външни публични финанси. Няма нищо лошо част от средствата да отидат за т.нар. „потребителски решения”, защото трябва да се преодолява дори и временно  „мизерията” на българския народ.

Уличното равнище на което сега се води спора е – Как ще ги връщат заемите нашите деца?. Това заслужава уличен отговор – Така, както ще ги връщат гръцките, италианските, испанските, унгарските и другите европейски и американски деца. Вероятно това ще става при голяма редукция и инфлация. Планината от дългове в света вероятно няма да се срути с революции, а с еволюции и с участието на държавите, ЕС и САЩ.

Така привлечените средства отвън освен за бюджетни дупки, чрез различни способи, трябва да се насочат в полза на икономическото развитие с икономически и организационни проекти за реиндустриализация и нова индустриализация на България.

 

Европейски пример (Австрия) за пряката връзка „кредит – икономически ръст”

 

За периода 2008-2013 г. Австрия на практика е построила една нова България, като е успяла да създаде нов брутен вътрешен продукт (БВП) за приблизително 35 млрд. евро. Най-пряката заслуга за това постижение е формирането на нов държавен дълг в размер на 51 млрд. евро, разпределен - 10 млрд. евро за банковата система и около 41 млрд. евро за реиндустриализация на страната и производствената сфера.

Вече 12 години подред австрийската икономика расте с по-висок темп от средния за Еврозоната. Тя ще продължи да расте и през 2013 г., докато Еврозоната като цяло ще бъде в рецесия. Равнището на безработица /4,4%/, в това число и на младежката е най-ниското както в Еврозоната, така и в Евросъюза, държавният дълг е над Маастрихтския критерий /74,5% от БВП/, но далеч под средното ниво на Еврозоната, бюджетният дефицит е на границата на Маастрихтския критерий /3,1% дт БВП/, системата за социална защита функционира на изключително високо ниво, в страната няма социално напрежение.

Разковничето на успеха е една изключително добре обмислена икономическа политика и нейното последователно провеждане на основата на широк обществен консенсус.

Основният приоритет на тази политика е укрепването на индустриалната база на страната, на промишленото производство. От 2008 г. промишленото производство се развива с изпреварващи темпове в сравнение със сферата на услугите. Това не е случайно, защото именно промишленото производство е основният двигател на научно-техническия прогрес в Австрия. Повече от 70% от средствата за изследователска и развойна дейност е в сферата на промишленото производство.

Австрия има 128 „скрити” световни шампиони, водещи фирми в отделни пазарни сегменти респ. ниши. 93% от тях са в сферата на промишленото производство.

Относителният дял на промишленото производство в създаването на брутния вътрешен продукт е 18,7% и е над средното за Евросъюза от 15,3%. От особено значение за цялата икономика е автомобилостроенето и стоманодобивната промишленост.

Стратегически важният въпрос за масова реиндустриализация на австрийската икономика се осъществява чрез малките и средни предприятия, които съставляват гръбнака на икономиката. Те са двигателя и на експорта, който поддържа 1,4 млн. работни места. 

Силната промишлена база се развива с помощта на силна и модерна енергетика. Австрия има най-висок относителен дял на възобновяемите източници в производството на електроенергия в Евросъюза – 32%. При това страната не произвежда атомна енергия. 

От десетилетия се реализират национални енергоспестяващи програми. За периода 1973 – 2011 г. БВП се е увеличил със 136,8%, а обема на потребяваната електроенергия само с 55,3%. Или с други думи, относителното потребление на електроенергия е намаляло с една трета.

Основният фактор за успешното функциониране на австрийската икономика е изключително силното законодателство, непозволяващо уродливо развитие на механизмите на пазара. Страната има едно от най-силно развитите антимонополни законодателства. Законът забранява дори т.н. колективно пазарно господство, според което 5 фирми не могат да имат общ пазарен дял от повече от 66% от определен пазар или 3 фирма повече от 50%. Особено силно се преследват опитите за договаряне равнището на цени, особено в сферата на комуналното стопанство. Свободата на конкуренцията е обект на сериозен държавен надзор.

Бизнесът в Австрия има лек достъп до банков кредит, както за оборотни, така и за инвестиционни нужди. Държавата не само че подпомогна банките, но с цената на увеличаване на държавния дълг бяха финансирани конюнктурни пакети за съживяване на икономиката. В страната все още е жив дъхът на Бруно Крайски и неговата крилата мисъл, че не се безпокои от някой и друг милиард шилинг държавен дълг така, както от няколко хиляди нови безработни.

Страната подпомогна банките с около 10 млрд. евро от бюджета, но въведе и т.н. банков данък, който осигурява приходи в хазната в размер на 650 млн. евро годишно. Предвижда се и въвеждането на данък за финансовите трансакции. 

Австрия е прекрасен пример за пряката корелационна връзка между икономически растеж и обема на кредитирането. С увеличаването на обема кредитирането растат инвестициите, те създават условия за разширяване на производството /проста, трамвайна истина/.

Австрия е изключително привлекателна за чуждестранни инвестиции. Най-яркото доказателство за това, че в Австрия се намират централите на 303 международни компании /за сравнение, общият броя на централите на международни компании в Полша, Чехия, Словакия и Унгария е само 88/.

 

Австрия има една, изключително силно развита, по своята същност уникална дуалистична система на професионално обучение – както в учебни заведения с различна професионална ориентация, така и в самите фирми, като обучението и усвояването на квалификация става на конкретни работни места, разкриването на които се подпомага със средства на централния и местните бюджети.

Разходите за обучение в разчет на един учащ се в Австрия са най-високите в Евросъюза.

И накрая изказваме едно особено мнение по темата за задлъжнялостта на отделните държави.

Маастрихтските критерии (за отношенията на БВП към държавния дълг и БВП към бюджетния дефицит) вероятно допринасят за липсата на социално напрежение, но по същество се оказват трудноразбираема мистификация. Сравняването на дълга с БВП е същото като да сравняваш ипотечен кредит за 25 години с годишната си заплата, тази година.

 

<a name="12"></a>12. За устойчив растеж, чрез устойчиви публични финанси  <a href="#начало">↑</a>

От няколко години започнаха протести срещу високите лихвени проценти за ипотечните и потребителските кредити. Не правят изключение и лихвените проценти за оборотните кредити и тези с инвестиционно предназначение. На въпроса: Защо държавата не окаже влияние за снижаване на лихвения процент? - естественият отговор беше следният - банките са частни и лихвените проценти зависят от пазарните условия и процеси. В същото време беше видно, че основният лихвен процент в САЩ и Европа беше нисък, такива бяха и лихвите по кредитите за юридическите и физическите лица.

Следователно, има ли държавното управление правото и най-вече възможностите да се намесва спрямо дейността на частните банки или финансови институции?

 

Въпреки факта, че капиталът на търговските банки е частен, държавата може да оказва влияние, защото:

• Законовите регламенти се създават от държавата;
• Чрез БНБ може да се провежда парично-кредитна политика, която да обхване:

-          Предоставянето на лицензи;

-          Банковият надзор;

-          Отнемането на лицензи;

-          Определянето на задължителни предписания;

-          Определяне на задължителните резерви;

-          Използването на основния лихвен процент.

 

Следователно, определянето на правилата, които трябва да спазват търговските банки, развивайки своята дейност е в ръцете на държавата, а контролът за тяхното спазване е в компетенциите на БНБ. От тук следва, че основната цел на държавното управление за оказване влияние върху банките и финансовите институции не е свързан с пряка намеса - целта е чрез правилата, политиката и някои държавни банки и финансови институции да се окаже влияние върху цялата система, а именно:

• Търговските банки да активизират дейността си на територията на страната;
• Търсенето и предоставянето на кредити да се ускори, като се създаде подходяща кредитна инфраструктура, основаваща се на подкрепяни от държавата  икономически приоритети;
• Да се увеличи конкуренцията между търговските банки в следните насоки:

-             Участие  в кредитни проекти, разработвани от държавата;

-             Използването на насърчителни и гаранционни механизми;

-             Управление на кредитни линии, целеви средства и управлението на собственост.

Рано е държавата да се дистанцира от проблемите на банковата система. В крайна сметка става въпрос за капитала и неговите метаморфози, които могат да бъдат регулирани само чрез пазарните механизми и чрез определено използване на държавни инструменти и механизми. За целта, държавната икономическа политика изисква да се съдейства  за:

• Укрепване дейността на фондовата борса и инвестиционните дружества;
• Развитие на акционерното дело и най-вече публичния характер на акционерните дружества. Може би са необходими нови регламенти на Търговския закон, за да се подобри фирмената капиталова структура и на Закона за борсите и публичното предлагане на ценни книжа.

Сега господства схващането, че колкото по-лесно можеш да регистрираш фирма и колкото по-ниски са капиталовите изисквания, ще се създадат благоприятни условия за развитие на малкия бизнес. Не сме съгласни с тази постановка, защото без капитал и без дори минимални инвестиции фирмената дейност е обречена.

От друга страна делът на публичните дружества е много нисък и практически няма стимули за неговото увеличаване. Следователно, създаването на условия за формиране на капиталови позиции трябва да получи нови измерения, не само чрез кредити, а и с механизмите за управление на капитала и спестяванията.

• Създаването на насърчителни и гаранционни механизми. Сега дейността на Насърчителната банка е недостатъчна, а гаранционните програми се модифицират от интересите на търговските банки. Необходимо е наличието на фондове на диференцирани основи - регионална и браншова, чрез които пряко да се подпомага, както регионалното, но така също и развитието на земеделието и хранителната индустрия. Комасацията на земята има своите предимства, но асоциирането на интересите на дребните собственици на земя, на микро- и малките стопанства и фирми в областите на земеделието и преработката на местни суровини ще имат съществено значение. За целта трябва да се решат няколко проблема:

-             Как да се регламентира и активизира дейността на сдруженията- главно на браншова или регионална основа, които да асоциират интересите чрез:

¨           Пазарна ориентация;

¨           Разработване на проекти;

¨           Научно-техническо и консултантско обслужване;

¨           Осигуряване на източници за финансиране и пазари за реализация.      

Тези сдружения, могат да се превърнат и в асоциации на производителите без да се нарушава икономическата самостоятелност и отговорност на членовете. Такива модели съществуват в редица страни и дават добри резултати. Според нас обаче трябва да се реши противоречието в регламентите за създаване на кооперации и на сдружения.

-             Как да се финансират инвестициите за технологично обновяване;

-             Как да се осигурят пазари и реализация на продукцията;

-             Развитие дейността на влогово-кредитните кооперации главно на микроравнище, които да обхващат малки територии и региони със земеделски характеристики. Тези кооперации биха могли да бъдат елементи и да се асоциират от дейността на една банка, която да бъде специализирана в селското стопанство и хранителната индустрия. Тази банка би могла да се обособи като:

¨          Отраслов предприемач;

¨          Център за развитие на пазара на земята и създаване на обезпечителни, гаранционни и финансови инструменти;

-             Създаване на разгърната структура от частни пенсионно- осигурителни фондове и здравни каси, които да развиват своята дейност в по-малки мащаби, главно като регионални или браншови;

-             Създаване на структурни финансови фондове, насочени главно към регионални проблеми и подкрепата на икономически приоритети.

От предходното изложение може да се направи извода, че политиката на държавата по отношение на банките и финансовите институции може да окаже силно влияние върху икономическото развитие, ако с нея се постигне:

• Създаването на подходящи правила, условия и регулатори, които да противодействат на отрицателното влияние на стихийните пазарни механизми;
• Изграждането на система от структурни, насърчителни и гаранционни фондове, а така също и на браншови регионални асоциации, които от една страна да предлагат услуги, консултации, проекти и инфраструктура, но от друга, страна да превръщат малките производители в сериозни пазарни участници.

Следователно, основната цел на държавното управление в областта на банковото дело е свързана с разработването на една оперативна стратегия за използването на законовите регламенти и държавните институции за регулиране на определени процеси и явления. Неутралната държава днес има разбита и неефективна икономика и един главен проблем - население, което желае моделът на държавно управление да се промени.

В контекста на нашите разбирания за стимулиране растежа на българската икономика ще си позволим да предложим модел за търговска банка, която да бъде специализирана в земеделието и хранителната индустрия. В създаването на такава банка може да има и държавно участие, най-вече чрез преструктуриране на съществуващи инвестиции или пренасочване на определени средства.

Проект за създаване на банка, специализирана в областта на селското стопанство и хранително-вкусовата промишленост

Предпоставки за създаване на банката

 

• Паричното обръщение и оборота на капитала, извършването на инвестиции, текущото оборотно кредитиране и в крайна сметка, мобилизирането и използването на парите и капитала са тези лостове, които обуславят структурните промени и развитието на селското стопанство. Съществуващата в страната финансова и банкова система не отговарят на тези изисквания. В своята преобладаваща част, търговските банки и небанковите финансови институции, използват традиционни форми и методи за организиране на своята дейност по отношение на земеделието.
• В страната и респективно в селското стопанство силно се чувства отсъствието на истински субекти на паричния пазар и в т.ч. кредитен, фондов, капиталов и други пазари. Търговските банки се конкурират предимно в областите на влогонабирането, депозитите и валутните операции. Те се явяват главно като обслужващи институции и са пасивни по отношение на кредитораздаването, структурните инвестиции, инициирането на финансови, управленски и инвестиционни проекти, повишаване ролята на специфичните парични отношения.
• Остро се чувства отсъствието на инвестиционни посредници за извършване на структурни промени, свързани с пазарното ориентиране на селското стопанство, използването на селскостопанската земя, нейното окрупняване и развитие на пазара на земята.
  • Практически в селското стопанство отсъстват ефективни механизми и структури за усвояване на кредити и капитали.
  • В много голяма степен капиталът и парите се явяват пасивни елементи по отношение развитието на селското стопанство - тяхното движение изкуствено се ограничава. В същото време е видно, че без капитали и пари, без привличане на чужди инвестиции и създаване на предпоставки за печалба от предприемачите и инвеститорите е невъзможно да се гради пазарна организация на селското стопанство и хранително-вкусовата промишленост.
  • Анализите, свързани с дейността на съществуващите вече няколко години взаимоспомагателни земеделски кредитни кооперации на частни стопани показват, че те работят с ограничен паричен ресурс, липсват обективни възможности за привличане и гравитация на капитали и кредитни линии, за провеждането на съгласувана пазарна стратегия и осъществяването на по-значими целеви селскостопански програми, за асоцииране на икономическа основа на техните интереси. Необходимо е също така много по-мащабно развитие на кредитните кооперации и взаимоспомагателни каси в селскостопанските региони на страната.
  • От направеното изложение е видно, че съществуващите условия предполагат създаването на банка от специализиран вид, отговарящ на активната роля на парите и капитала в съвременното селско стопанство. Особено когато става въпрос за интеграция със страните членки на европейската общност и предстоящите структурни промени.

Цели и задачи на проекта

Цел на проекта е създаването на банка-корпорация, която чрез обособяването на интереси ще бъде същевременно специализирана търговска банка, инвестиционна банка с изразени функции на инвестиционен посредник и ипотекарна банка, която ще бъде в състояние да ръководи система от дъщерни и свързани с нея самостоятелно обособени структури.

Следователно, цел на проекта е да се създаде банка със следните функции:

• Да действа като отраслов предприемач в селското стопанство и ХВП чрез управлението на пари и капитали.
• Да бъде активен посредник между капитала пари и капитала функция.
• Да създава, насочва и възпроизвежда заемен капитал.
• Да привлича капитал.
• Да развива пазара върху земята, създаването на обезпечителни, гаранционни и финансови инструменти в т.ч. и емитирането на ипотечни облигации.
• Да участва на капиталовите пазари, да организира изпълнението на финансови, инвестиционни и управленски проекти, целеви програми и извършването на структурни инвестиции.
• Да управлява чрез своята система определени финансови, кредитни, икономически и социални структури.
• Да опосредства международното движение на капитала.
• Дефиниция на проекта.
• Реализацията на проекта предполага създаването на банка, която да бъде изградена на акционерен принцип и статут на акционерно дружество.
• Учредяването на банката трябва да се извърши след селекция и обособяването на учредители-резиденти и учредители-нерезиденти.
• Преди провеждането на учредителното събрание е необходимо да се разработят:

-             Устав на банката;

-             Проект за обема, структурата и разпределението на учредителния капитал. Изготвяне на списък на акционерите;

-             План за деловата дейност на банката;

-             Финансова прогноза за развитието на банката;

-             Проект за клиентска и продуктова структура и сектори на финансовия пазар, които ще се заемат;

-             Политика за управление на капитала, ликвидността и концентрацията на риска;

-             Проект за източниците за финансиране, структура на активите и инвестиционна стратегия;

-             Управленска и организационна структура /управленски и функционален модел/, включително лъжностни характеристики, компетенции и функции на управлението;

-             Информационно осигуряване, информационни системи и информационна защита;

-             Система за вътрешен контрол, контрол върху рисковете и прането на пари;

-             План за деловата дейност като инвестиционен посредник;

-             Система за отчетност и съхраняване на ценни книжа, парични средства и документи;

-             Проект за развитие на материалната база и кадровото осигуряване;

• След получаването на лиценз, постепенно с развитието и организирането на основните дейност може да се премине към:

-              Увеличаване на капитала;

-              Промени в структурата на акционерите и управленските позиции;

 Преливане на капитали и създаване на дъщерни и свързани  звена.

 

Предмет на дейност

 

• Целесъобразно е предметът на дейност да обхване всички разрешени от Закона за банките и кредитните институции сделки, а именно:

-             Привличане на влогове и използване на привлечените средства за кредити и инвестиции;

-             Покупка на менителници и записи на заповед;

-             Сделки с чуждестранни средства за плащане и с благородни метали;

-             Приемане на ценности на депозит;

-             Сделки по чл. 54 ал. 1 от Закона за публичното      предлагане на ценни книжа;

-             Гаранционни сделки;

-             Операции по безкасови плащания и клиринг на чекови сметки на други лица;

-             Покупка на вземания, произтичащи от доставка на стоки или предоставяне на услуги;

-             Финансов лизинг;

-             Издаване и управление на банкови карти;

-             Сделки с финансови фючърси и опции, инструменти, свързани с валутни курсове и лихвени проценти;

-             Предоставяне на банкови касетки;

-             Придобиване и управление на дялови участия;

-             Консултации на дружества, относно капиталовата им структура, промишлена стратегия и свързани с това въпроси както и консултации и услуги, относно преобразуване на дружества и сделки по придобиване на предприятие;

-             Консултации относно портфейлни инвестиции;

-             Други сделки, определени от БНБ.

В рамките на сделките, разрешени от Закона за банките, и финансовите институции и получената лицензия, предметът на дейност трябва да обхване:

• Банкови операции, сключване на сделки и всички съпътстващи въпроси, възникнали във връзка с парични операции или операции с ценни книжа;
• Да подпомага, покрива, осигурява, гарантира, участва, ръководи и провежда всякакви тиражирания - държавни или частни на държавни, общински или други заеми, или акции, капитали, облигации на всякакви дружества и да дава заеми за целите на тези тиражирания;
• Да изпълнява ролята на посредник при покупката и продажбата на всякакви акции и ценни книжа или при всякакви парични и търговски сделки;
• Да води преговори и да изплаща предварително доходи и лихви по държавни заеми и ценни книжа;
• Да предлага услуги по и да откупува правото за събирането на приходи, данъци, налози и задължения на държави, общини и лица;
• Да сключва договори за държавни, общински и частни заеми и да ги урежда и тиражира;
• Да изпълнява ролята на посредник на държавни и други органи и държавни и частни организации и лица;
• Да пуска повторно всякакви акции или други гаранции с или без гаранции на банката;
• Да изпълнява ролята на ръководител на държавна собственост, да управлява имуществото на общини, фирми, дружества, кооперации, съюзи, федерации, фондации и частни лица;
• Да влиза в споразумение с фирми, кооперации, дружества и лица за подпомагане, стимулиране и увеличаване на производството, продажбата и покупката и защитата на всякакъв вид стоки и продукти на потреблението и чрез покупка, продажба, отдаване под наем, продажба на изплащане, както и финансиране, подпомагане на други такива компании, фирми и лица, които извършват изброените длъжности - да заема парични средства и да дава гаранции;
• Да гарантира плащането или изпълнението на всякакви задължения и договори, да осигурява и гарантира плащането на; аванси, кредити и полици, да гарантира изплащането на парични средства, гарантирани или платими върху всякакви бонове, облигации, ипотеки, гаранции, договори и задължения на всякакви лица, сдружения или местни органи, както и държавни такива;
• Да наема брокери, посредници и застрахователни агенти при всяка емисия на акции, облигации или други гаранции на дружеството;
• Да закупува или придобива напълно или части от капиталите, имуществото и отговорностите на всякакви фирми, дружества, организации или лица, сформирани за цели, съвпадащи с тези на дружеството;
• Да закупува или придобива търговски марки, патенти, патентни права или изобретения, авторски права или технологии;
• Да пуска или да гарантира пускането на или изплащането на лихви върху акции, облигации или задължения на всякакви дружества и кооперации, да обезпечава комисионни и да се ангажира да закупува непродадени акции от всяка такава емисия;
• Да тегли, получава и издава, джиросва, дисконтира и обменя полици и други обменни средства;
• Да заема и събира парични средства чрез пускане на облигации, акции, бонове, ипотеки и други гаранции;
• Да получава парични депозити с или без лихва върху тях;
• Да основава или подпомага кооперативни съюзи, кооперации от всякакъв вид, консорциуми, фирми, фондации, сдружения и дружества от всякакъв вид, да продава, купува и прехвърля дейност и собственост;
• Да дава аванси и парични заеми под формата на реални, персонални и смесени ценни книжа в брой, като кредит, полици, облигации, акредитиви или задължения върху данъци, такси, ипотеки и депозирани документи;
• Да извършва дейност по обмяна на валута в банкноти и ценни книжа. Да търгува с благородни метали;
• Да инвестира пари по начин, който счита за уместен;
• Да играе ролята на изпълнител и попечител на завещания, обезпечения, осигуровки с пълномощия от всякакъв вид.

 

Основни направления за развитие на дейността. Специализация и областта на специализация

 

• Пасивните операции, свързани със създаването на заемния капитал трябва да бъдат поставени на нова основа. Сериозно внимание да отдели за следното:

-          Управление и привличане ресурсите на кредитни кооперации, взаимоспомагателни каси, пенсионни и осигурителни дружества, здравни каси и др.;

-          Доставка и създаване на рисков капитал;

-          Емитиране, тиражиране, трансфер и обслужване на акции, облигации, полици, гаранции и ценни книжа;

-          Финансово асоцииране и участие във финансови и кредитни проекти;

-          Привличане и управление на кредитни линии;

-           Управление на задлъжнялост и др.

• Кредитната дейност ще се развива чрез активни методи. Вместо пасивното изчакване на кредитополучателите ще се използват: банков маркетинг, инвестиционни програми, управленски и финансови проекти и програми, кредитни търгове, кредитна инфраструктура, договорно осигуряване на проекти, програми и сделки и др.;
• Постепенно дейността на банката трябва да достигне първостепенни позиции в управлението на пари и управлението на структурните изменения и пазарното ориентиране в селското стопанство и хранително-вкусовата промишленост. Ще бъде правилно, ако вследствие на добрата стратегия и функционална организация се прави дългосрочен и текущ подбор на обектите за интервенция. Следователно, наред с основната дейност и специализацията, голямо значение ще имат интегрирането с чуждестранни и национални структури и създаването на свързана с банката инфраструктура: банкови съюзи, кредитни кооперации, взаимоспомагателни каси, консорциуми и др.;
• Не е целесъобразно териториалното разположение на банковата дейност де се организира единствено чрез система от банкови клонове, офиси и представителства. Ще бъде правилно, ако вместо количествения подход за заемане на територии чрез множество слаби звена се разчита на качеството, високия професионализъм и активните действия. Ето защо териториалната експанзия ще се извършва постепенно, след задълбочени проучвания и разнообразни стратегически действия и методи. Главното, определящото в териториалното развитие ще бъдат не административната зависимост, а икономическата заинтересованост и съчетаването на паричните и капиталовите интереси. Цялата структурна система ще се изгражда върху принципите на преливането на капитали и трансформациите на собствеността;
• В синтезиран вид, предметът на дейност и специализацията ще се основават на следните основни направления:

-          Привличане на капитали и създаване на заемен капитал: акционерен капитал; тиражиране и емисионна дейност; внос на капитали и механизми за усвояване на кредитни линии; управление на парични ресурси на кооперации, съюзи, дружества и фондове; влогове и депозити;

-       Кредитна дейност: текущо кредитиране; внос и износ на кредит; кредитни линии; специфично кредитиране;

-         Финансова дейност: управление на авоари и пасиви; участие на парични пазари; финансови проекти и фиктивен капитал; управление на имущества и ипотеки; операции с валути; гаранции;

-           Специфично финансиране;

-           Управление на структури;

-           Участия в съюзи, дружества, консорциуми, фондации и други организации и институции.

 

Стратегия за създаване на капиталови позиции

 

• Банковото и финансовото дело са наситени със значително количество банки, дружества и институции, които се занимават с парични, финансови и валутни операции. Следователно, главното предимство трябва да се развива чрез териториалната и функционалната обособеност и адаптацията към спецификата на селското стопанство. Вместо стратегия за бавно развитие и оцеляване е съобразно да се възприеме стратегията на бързата адаптация и тактическите масирани действия. За целта е необходимо използването на:

-            Силна маркетингова дейност и отлично познаване на конюнктурата;

-            Действително функционално обособяване и бързо приспособяване към обстановката;

-            Тактическо използване на интересите и възможностите на външни и национални субекти;

-            Създаване на монополни позиции в определени направления: организационни, професионални, капиталови, инфраструктурни и др.

• Изграждането на материалната база и структурите трябва да се подчини на комуникациите и информационното осигуряване. Успоредно с развитието на проекти в работната програма е наложително да се разработи проект за материалната инфраструктура с нейните начални позиции и бъдещо развитие;
• Банковите кадри в страната като цяло имат ниска професионална квалификация и предимно склонност към изпълнението на опростени изпълнителски функции. Съществен проблем е недостигът на кадри с първични потенциални възможности и добра икономическа, юридическа и управленска подготовка. Поради тази причина, кадровото осигуряване трябва да се извършва етапно, с използването първоначално на повече временни кадри, бързо квалифициране и създаване на нов собствен кадрови потенциал.
• Изграждането на силна банкова институция изисква значителни собствени и привлечени капитали. Това правило не бива да се подценява, но и не трябва да се надценява. Съществуват възможности за преодоляване на недостига на капитали чрез изграждане на система за създаване и гравитация на капитали. Става въпрос за следното:

-          Използване на акционерните принципи и системите за акциониране;

-          Емисия, тиражиране и управление на ценни книжа;

-          Интеграция с чуждестранни капитали и финансови операции;

-          Трансфери на кредитни линии, гаранции, обезпечения и капитали;

-          Финансова дейност, създаване и управление на специализирана структура: браншови съюзи и асоциации, кооперации, консорциуми, дружества, фондове и др.;

• Стратегията на банката изисква първоначално да се разчита на по- малко количество собствен капитал и по-голяма величина на привлечен капитал. Главното е прецизно да се разработи политиката на банката за нейната ликвидност, съобразно произхода и особеностите на заемния капитал. Реализацията на проекта изисква бързото разработване на програма за набиране и привличане на капитали.

 

 

<a name="13"></a>13. Човешкият капитал на България  <a href="#начало">↑</a>

 

Правила, организация и създаване на Фонд за финансиране връщането на българи от чужбина в България, за да приложат наученото по света, чрез внедряване на световен опит и високи технологии в националната икономика.

 

Обосновка

Глобалният мащаб на международните имиграционни потоци през последните години изтласка въпросите за имиграцията на челна позиция в политическите и изборни дебати на партиите от целия политически спектър в цял свят. Противоречието между икономическата необходимост от либерализация на имиграционните режими, и политическия натиск за налагане на имиграционни ограничения способства и за динамичния характер на миграционното законодателство.

 

Международната имиграция на трудови ресурси и формирането на глобален пазар на труда се превръща във все по-значим феномен на съвременната световна икономика. Паралелно с изнасяне на капитали в чужбина, се развива и насрещен процес-имиграция на хора, търсещи по-добри условия за себе си и своите семейства: сравнително високи доходи, по-благоприятни социални условия и перспективи за кариерно израстване.

От втората половина на ХХ в. започват да преобладават имиграционните потоци от развиващи се страни от Юга към развитите държави от Севера. Едновременно с това, част от трудовата имиграция се осъществява и между развиващите се страни. Запазва се значителна имиграция и между развитите държави. Така, имигрантите от страните от Организация за икономическо сътрудничество и развитие/ ОИСР/ се движат предимно в тази група: към Великобритания, Германия, Италия, САЩ, Полша, Южна Корея. Нещо повече, известна част от имигрантите от развити държави се мести в развиващи се страни (вж. Таблица 1).  

 

Таблица 1. Глобално разпределение на имигрантите през 2010г.

<tbody> </tbody>

Мигранти от:	Мигранти в:
	Милиони души			В проценти
	Развиващи се	Развити	Всичко	Развиващи се	Развити	Всичко
Развиващи се  страни	74,1	97,5	171,6	43,2	56,8	100.0
Развити държави	6,5	37,7	44,2	14,7	85,3	100.0
Общо	80,6	135,2	215,8	37,4	62,6	100.0

 

Международните потоци от имигранти непрекъснато нарастват. През 1960г. броят на трудовите имигранти в света е бил 3,2 млн. души, през 1995г. - 35 млн., а през 2008г. - 93 млн. (3 % от трудовите ресурси на планетата). Но тъй като имигрантите обикновено заминават заедно със семействата си /или ги прибират впоследствие/, общата им маса се оказва два-три пъти по-голяма. През 2010г. общият брой на официалните  имигранти в света достигна 215,8 млн. души. Около 100 млн. са били нелегални имигранти, около 1/3 от всички имигранти в държавите от ОИСР са нелегални.         

 

Офшорен аутсорсинг. Следва да отчетем и един нов феномен, променящ конфигурацията на глобалния трудов пазар и забавящ трудовата емиграция - офшорният аутсорсинг на чуждестранен труд. Става дума за използване на чуждестранни работници за изпълнение на стопански функции в страната на пребиваването им, по поръчка на чужда компания. Тези функции, появили се през последните десетилетия на ХХ в., са разнообразни: от производство на полуготови продукти или сглобяване на готови изделия до продажби на дребно. В тези случаи не работникът се преселва в друга страна, за да си намери работа или да оптимизира доходите си, а предприемачът прехвърля в чужбина част от бизнеса си, търсейки по-евтини трудови ресурси. Тази „офшоризация” на бизнеса е характерна за онези отрасли, в които е възможна вертикална производствена кооперация<a href="#_ftn1">[1]</a>. С помощта на вертикални вътрешнофирмени операционни вериги, транснационалните корпорации (ТНК) се внедряват в онези държави, където са налице трудови ресурси, отговарящи по своята квалификация на технологичната сложност на произвежданите изделия, но са по-евтини от страната, където се базира „компанията-майка”. По-голяма част от филиалите, действащи във високотехнологични отрасли на индустрията, се дислоцират в държави от ЕС, Канада, Япония и Южна Корея. По-малко сложните междинни операции /или тези по сглобяване на крайния продукт/ се изнасят в Китай, Малайзия, държави от Централна и Източна Европа и други региони, където средното равнище на квалификация на кадрите все още не е достатъчно високо. Мащабите на „офшоризация” на производството<a href="#_ftn2">[2]</a> и следпласментно обслужване непрекъснато се разширяват. Сред държавите, работещи по линия на атусорсинга, водещи са Индия, Мексико, Бразилия, Украйна, Аржентина, Индонезия, Китай, Русия, Беларус, Филипините и Египет, като тази практика е особено разпространена в Индия. В резултат стойността на труда на индийските инженери, ангажирани в аутсорсинга, през първото десетилетие на ХХІ в. е нараствала с 30-35 % годишно.

Имигрантите превеждат част от спечелените в чужбина пари в родината, като през 2010г. достигнаха 325 млрд. долара. В много държави тези преводи се равняват на 25-50 % от приходите от износа на стоки Бангладеш, Мароко, Буркина Фасо, Египет, Гърция, Ямайка, Малави, Пакистан, Португалия, Шри Ланка, Судан, Турция/. За много развиващи се страни те представляват принос за техния БВП. В Ливан през 2010г., преводите на трудовите имигранти достигнаха 22 % от БВП, в Молдова – 23 %, в Лесото – 25 %, в Тонга – 28 %, в Таджикистан – 35 %.

Като цяло, за всички развиващи се страни, паричните преводи на имигрантите през последните десет години надвишават размерите на официалната помощ за развитие<a href="#_ftn3">[3]</a>, отпускана от държавите от ОИСР, доближавайки се до обема на преките чуждестранни инвестиции в икономиката на развиващите се страни, като се отличават със завидна устойчивост.                                                               

 

Към паричните преводи на гастарбайтерите в родината им следва да добавим и заплатите на хората, ангажирани в аутсорсинга. В резултат, сумарната платежоспособност на населението на страната, откъдето идват имигрантите допълнително нараства, което означава, че нараства и обемът на вътрешния й пазар.                                         

Конвергенцията на стойността на труда не е ново явление. Но сближаването на средните национални нива на заплащане на труда е по-характерно за епохата на глобализация, когато миграцията на трудови ресурси е постоянна и интензивна. Фактите сочат, че в по-малко развитите страни, националните равнища на заплащане на труда бързо догонват това в развитите държави (виж Таблица 2).

 

Таблица 2. Нива на почасовото заплащане в обработващата индустрия

  на някои държави през 1975-2008г. (САЩ = 100)

<tbody> </tbody>

Страни	1975	1980	1985	1990	1995	2000	2005	2008
Норвегия	112	123	82	147	145	115	166	188
Германия	99	124	73	147	175	115	140	152
Ирландия	48	61	46	79	80	80	121	117
Англия	54	78	49	85	80	86	109	114
Италия	75	84	60	117	91	70	89	101
Япония	48	57	49	85	137	112	92	92
Сингапур	13	16	20	25	44	37	32	65
Южна Корея	5	10	10	25	42	42	57	54
Португалия	25	21	12	25	31	24	32	36
Полша	н.д.	н.д.	н.д.	н.д.	14	14	20	34
Тайван	6	11	12	26	35	32	27	30
Унгария	н.д.	н.д.	н.д.	н.д.	13	10	20	28

 

Източник: U.S. Department of Labor. Bureau of Labor Statistics. Wash. 2008, 2010.

 

Това е характерно за азиатски „тигри” и за държави от Централна и Източна Европа.

По данни на Международната организация на труда (МОТ), през 2000г., регистрираните безработни в света са 177,2 млн. души, през 2005г. те  нарастват до 191,2 млн., а пред 2010г. достигна 205 млн. души. Част от тях са регистрирани в страната, където живеят постоянно, друга част - в страните, където са имигрирали. В САЩ през 2009г., безработицата сред чуждестранни работници е 9,7 % /2,3 млн. души/, а сред американците - 9,2 %.

 

Международната трудова имиграция нараства количествено и търпи качествени промени. Дълго време тя представляваше приток на неквалифицирани работници от бедните в богатите държави, където те се задоволяваха с най-непрестижни длъжности. Това положение, до голяма степен, се запазва, но с развитие на техническия прогрес и с усложняване на производствените технологии нараства търсене на квалифицирани имигранти. Това кара младите хора в страните, страдащи от масова безработица, да повишават образователното равнище, надявайки се, че това ще им помогне да получат по-добра работа в богата чужда държава. Този стремеж на „низините” се съчетава със стремеж на управляващите да усъвършенстват квалификацията на работната ръка за да облекчат емиграцията и да намалят безработицата (виж.Таблица 3).

Таблица 3. Образованост на населението в развитите и развиващи се държави (в %)

<tbody> </tbody>

Години	Начално		Средно		Висше
	Развити	Развиващи се	Развити	Развиващи се	Развити	Развиващи се
1970	100	81	75	25	25	2
1990	100	100	93	43	46	6
2007	100	100	100	64	71	18

Източник: Доклад за човешкото развитие 2010. С. 38.

Ако през 1970г. делът на хората със средно образование в развиващите се страни беше само 1/3 от този в развитите, а през 1990г. достигна ½, през 2007г. това съотношение беше вече 2/3. През 1970г. делът на хората с висше образование в развиващите се страни беше едва 8 % от нивото в развитите държави, през 1990г. съотношението нарасна до 13 %, а през 2007г.-  до 25 %.

 

Хората с висше образование най-често напускат слабо развиващи се страни. Особена тревога предизвиква имиграцията на лекари и помощен медицински персонал. Подобна е и ситуацията с инженерите, мениджърите и икономистите.

 

Нещата обаче не са еднозначно негативни, както изглежда на пръв поглед. Според експерти, половината квалифицирани имигранти след около пет години се връщат в родината си. Те носят не само натрупан в чужбина капитал, но и професионални умения и опит в организиране на бизнес, вкл. венчърен. При разумна миграционна политика на властите, това „обратно вливане на мозъци” може да донесе на съответната страна не само инвестиционен, но и интелектуален капитал.

 

Освен това, те поддържат контакти със сънародниците и приятелите си, останали там. Което дава възможност за редовен обмен на най-нова техническа или бизнес информация. В резултат първоначалното „изтичане на мозъци” се трансформира в „циркулация на мозъци”. Над 2/3 от висококвалифицираните работници в Силициевата долина (САЩ) са имигранти. Завърналите се оттам в началото на 80-те години израелци и тайванци започват да внедряват в страните си заимствания от Америка модел на венчърен бизнес. През 90-те години примерът им следват имигранти от Китай и Индия /и двете страни изпращат в САЩ голям брой студенти и квалифицирани специалисти/. Това води до постепенно нивелиране качеството на трудовите ресурси в световен мащаб.         

 

Мащабната международна имиграция се съпровожда с процес на смесване на етносите и расите от различни континенти. За  размерите на този процес може да добием представа от Таблица 4.

 

Таблица 4. Дял на имигрантите от различните континенти в общия им брой (в %)

<tbody> </tbody>

Имигранти в:	Емигранти от:
	Африка	Азия	Европа	Латинска Америка	Северна Америка	Океания	Общо
Африка	52,6	12,5	28,9	0,2	4,9	0,9	100,0
Азия	1,7	54,7	24,5	0,5	16,4	2,2	100,0
Европа	2,5	16,0	59,0	2,5	15,4	4,6	100,0
Латинска Америка	1,1	5,1	10,3	13,4	69,8	0,3	100,0
Северна Америка	2,2	14,7	23,6	21,0	34,9	3,7	100,0
Океания	1,4	8,7	20,1	0,6	22,5	46,7	100,0

Източник: Доклад за човешкото развитие 2009. С. 150.  

Миграцията на трудови ресурси е мощен фактор за смесване на представители на различни народности и религии. Подобно „вливане” в местното общество и културна среда на голям брой чужди елементи поражда обаче и проблеми. Докато делът на имигрантите в местните общества е незначителен, подобно съвместно съществуване се поощрява от властите, провеждащи политика на мултикултурализъм, която позволява на имигрантите да съхранят културната си самобитност. Но нарастващият приток но имигранти-мюсюлмани /турци в Германия, алжирци във Франция, мароканци в Испания, пакистанци във Великобритания/ демонстрира недостатъците на тази политика.

Общият брой имигранти в държавите от ЕС е 15-20 млн. души (4-5% от  населението), а през 2025г. ще достигне 25-30 млн. души. Квалифицираните имигранти обикновено остават в страната-реципиент пет или повече години. Те водят със себе си семейството, създават широк кръг от познанства. По-лесно се интегрират в местното общество. Нискоквалифицираните работници са, по правило, сезонни или краткосрочни имигранти, които са по-склонни да общуват с най-близките съседи, принадлежащи към техния етнос и изповядващи същата религия. Те не се разтварят в местната култура, групират се в затворени анклави и се придържат към своята религия, обичаи, език и начин на живот.

Основни характеристики на имиграцията

Имиграцията е социално-икономически процес на движение на българи в чужбина, където се установяват трайно, за да работят, учат или живеят.          

В най-новата история на България е имало няколко големи имиграционни вълни: в началото на ХХ в., когато много българи са тръгнали да търсят своето щастие в страни от „новия свят”- предимно САЩ, Канада и други, както и в Латинска Америка; през втората половина на ХХ в.- когато много етнически българи с турско етническо самосъзнание се преселиха в Турция; в края на ХХ в. когато много българи в резултат на социално-икономическите промени в България решиха да напуснат страната.  Аз ще концентрирам внимание върху последната имиграционна вълна.

• Размер на процеса на имиграция - според информация от последните две преброявания през 2001г. и 2011г. българското население е намаляло с около 530 000 души. Това намаление се дължи на действието на два фактора: отрицателен демографски прираст на населението и механично движение - имиграция на българи от страната към чужбина. По експертни оценки<a href="#_ftn4">[4]</a> за преходния период броят на българите, имигрирали в чужбина са  в интервала 800 000 – 1 200 000 души.
• Социално-демографски профил на българския имигрант: основната част от този поток са предимно млади, образовани и с професии българи, някои от тях владеещи един или повече международни езици, креативни и активни българи, които не могат да намерят своята реализация в България;
• Направление на процеса на имиграция: в началото имиграционният поток беше насочен предимно към САЩ и Канада, но през настоящия век и особено след приемането на България за страна членка на ЕС потокът беше преориентиран предимно към Европа;
• Интензивност на имиграционния поток: в началото интензивността на имиграционния поток беше висока, но през последните десетина години неговата интензивност започва да затихва. Тази тенденция ярко се проявява през последните 4-5 години, когато избухна световната икономическа криза. Нещо повече. Забелязва се и, макар и малък, процес на обратно движение на българи от чужбина към България. Това са предимно хора с по-ниско образование и квалификация, както и такива, които не са успели да се реализират професионално съобразно своите очаквания.

 

Основни ефекти от имиграцията

 

Основните ефекти от имиграцията са предимно положителни за приемащата страна, и не само отрицателни за страната-донор.

 

За приемащата страна:

 

• · На макро ниво: процес на изгодно купуване но „мозъци”; подобряване  демографската структура на населението/увеличаване дела на населението в трудоспособна възраст/; увеличаване на създадената добавена стойност<a href="#_ftn5">[5]</a> в икономиката; осигуряване на ниши на пазара на труда с квалифицирани и образовани кадри /лекари в скандинавските страни, медицински сестри във Великобритания, софтуерни специалисти в Германия и др./; увеличаване размера на публичните вноски за пенсии, за здраве, за безработица и други.

Развитието на аутосорсинга намалява международните потоци на трудови имигранти, защото те не минават границата. Но тъй като „чужбината” сама идва при тях, държавите, създаващи офшорни компании за аутосорсинга в чужбина, губят част от  работните места, което увеличава безработицата, докато страните, приемащи  офшорни компании, откриват допълнителни работни места и намаляват безработицата.

Миграцията на трудови ресурси се съпровожда и с преразпределяне, на международно ниво, на доходите на наемните работници, което някои експерти наричат „социален дъмпинг”. Заплащането на труда в развитите и богати държави съществено надвишава онова, което получават работниците със същата квалификация в по-малко развитите страни. Дори отчитайки, че имигрантите, по правило, получават по-ниски заплати от местното население, гастарбайтерите в САЩ печелят четири пъти повече, отколкото в родината си.

• На микро ниво: увеличаване на доходите от труд на българите, повишаване на качеството на техния живот и други.

За страната по произход:

• На макро ниво: увеличаване паричния поток от приемащите страни към България /според статистика на централната банка размерът на частните парични трансфери от чужбина в България е от порядъка на преките чуждестранни инвестиции в нашата страна; при това може да се предположи, че чрез механизмите на дебитните и кредитните карти и пренасянето на кеш пари през границата размерът на този паричен поток може би е няколко пъти по-голям/; този паричен поток се използва в няколко основни направления: за развитие на дребен и среден семеен бизнес, за издръжка на българските семейства, за инвестиции в образованието и други; придобиване на ноу-хау за по-качествен и по производителен труд, за дейностите през свободното време, за преодоляване на междукултурните различия и други.

Държавата-износител на работна сила печели не само от паричните преводи на имигрантите. Сред приходите, увеличаващи БВП и оказващи положително влияние върху платежния им баланс, са преките и портфейлни инвестиции на имигрантите в родните икономики и намалените разходи за здравеопазване и други социални плащания, които вече се покриват от държавите-реципиенти. Придобивайки опит от работата в чужбина и повишавайки квалификацията, те пренасят този опит в родината, която получава безплатно допълнителни квалифицирани кадри. Всичко това съдейства за преодоляване на изоставането на по-слаборазвитите държави от по-развитите.

Сред резултатите от трудовата имиграция е важен процеса на сближаване в нивата на заплащане в страните, откъдето идват имигрантите, и тези, където те работят. От една страна, разликата в заплащането на труда води до намаляване на трудоспособното население в страните, генериращи имигранти. В резултат, там вече няма толкова излишен човешки капитал, а цената му нараства. От друга страна, емигрантите, които в чужбина са получавали повече за труда, вече не са склонни да получават много по-малко, завръщайки се в родината, и местните бизнесмени са принудени да се съобразяват с това.  

Емиграцията има негативни последици за България - променя се демографската структура на страната, намалява делът на населението в трудоспособна възраст. Поради демографската криза и напускането на страната населението намалява с около 40 000 души годишно, което означава пълното изчезване всяка година на град с големина например на Пазарджик, Разград или Ловеч.

През последните десетилетия в потоците имигранти от по-слабо развитите страни нараства делът на хората със средно и висше образование. Подобно изтичане на висококвалифицирани кадри забавя процеса на социално-икономическо развитие на страните, генериращи имиграция. Разбира се, с течение на времето, част от този емигрантски елит се връща в родината си, но само малка част.

 

 

• На микро ниво: за увеличаване доходите на българските семейства и граждани, за засилване на тяхната мобилност, в т. ч. и в чужбина /при социализма страната беше изолирана, капсулирана, а сега всеки българин има възможност<a href="#_ftn6">[6]</a>  да пътува и да живее по света и в Европа/ и други.

Политика за имиграция

Регулиране на международната имиграция. Всъщност регулирането на международната миграция започва още преди регулирането на международната търговия. В края на ХVІІІ в., в бързо индустриализираща се Англия, на фабричните работници е забранено да напускат страната. През ХІХ в., когато първите индустриализиращи се държави в Европа са засегнати от масово обезземляване на селяните и огромна безработица, властите се опитват да изтласкат „излишното“ население извън страната. Проява на този стремеж е не само отмяна на ограниченията за напускане на Англия, Германия и Швеция, но и че държавата, както и различни филантропски организации, синдикати и дори отделни богати граждани, поемат разходите по пътуване на емигрантите. По този начин британските спонсори  се стремят да се избавят от големия брой безработни лумпени, особено след катастрофалния глад в Ирландия. Германските власти създават, след революцията от 1848г., стройна система за оказване на държавна и частна помощ на емигрантите, като „лекарство” срещу нови революционни бунтове. През втората половина на ХІХ в. и през по-голямата част от миналото столетие, международната миграция се благоприятства и от политиката на държавите-реципиенти на имигранти. Те не само приветстват пристигането на нови трудови имигранти, но им предоставят и всевъзможни привилегии и стимули. Аржентина например, осигурява земя на имигрантите и поема разходите по преселването и устройството им на новото място. От 1850г. правителството на Бразилия, разтревожено от липса на работна ръка в захарните и кафени плантации, също предоставя безплатно земя на имигрантите. Правителствата на САЩ и Канада стимулират имиграцията, особено от Мексико, Централна Америка и Карибския басейн. В същото време, в края на ХІХ и началото на ХХ в. там са приети закони, ограничаващи влизане на граждани на азиатските страни.   

В епохата на глобализация миграционната политика е все по-малко спонтанна и все по-систематична и диверсифицирана. Интегрирането на трудовата миграция в макроикономическите и социални процеси, както в държавите-реципиенти, така и в тези, генериращи мигранти, изисква по-добре обмислено регулиране. Миграцията все повече влияе върху националната заетост, качеството на човешкия капитал, производителността на труда, нивото на доходите и дори върху междуетническите и междупрофесионални отношения.      

Съвременната миграционна политика включва не само пряко регулиране на потоците от имигранти, но и мерки за интеграцията им в обществото, икономиката и културата. Процесите в регулиране на международната миграция на национално, регионално и глобално равнище могат да доведат до поява на система за глобално регулиране на световния трудов пазар.   

Много страни по света са провеждали политика на регулиране на имиграцията<a href="#_ftn1">[1]</a> на своите граждани. Няма нужда да отиваме много далече за примери, Югославия по времето на Тито беше отворила широко своите граници към запада и много жители на тази страна бяха икономически имигранти в редица страни от западна Европа.

Процесът на имиграция от България до скоро имаше предимно стихиен характер. Едва през последните години изпълнителната власт<a href="#_ftn2">[2]</a> предприема някои мерки за регулиране на този процес. Приета е държавна стратегия. В националното законодателство на Република България са въведени и се прилагат относимите  общностни актове, свързани с миграцията и убежището. Те намират отражение в много правни актове в първичното, вторично и третично вътрешно законодателство. Изпълнението на критериите, заложени в основополагащи директиви на Европейския съюз, е ключов елемент за реализиране на обща миграционна политика, целяща да гарантира на всички етапи ефективно управление на миграционни потоци, справедливо третиране на гражданите на трети страни, пребиваващи законно в държавите – членки на ЕС, както и предотвратяване на незаконната миграция и трафика на хора и засилена борба с тези явления.

Създадени са и функционират специални институции.  Агенцията по заетостта е изпълнителна агенция към министъра на труда и социалната политика, отговорна за реализиране на политиката за защита пазара на труда и регулиран прием на граждани на трети страни за трудова заетост. Агенцията по заетостта, чрез териториалните си поделения, регистрира гражданите на ЕС, които търсят работа на територията на Република България. Агенцията съдейства на български граждани да работят в чужбина в изпълнение на международни договори и споразумения за заетост, както и в мрежата за информиране и посредничество „Европейски услуги за заетост – EURES”.

Държавна агенция за българите в чужбина при Министерския съвет. Държавната агенция за българите в чужбина (ДАБЧ) реализира държавната политика към българите по света, съгласувано с министъра, отговарящ за политиката към българите в чужбина. Тя координира дейността на държавните институции в тази област. Поддържа контакти и подпомага дейността на гражданските структури на българските общности зад граница.  ДАБЧ удостоверява българския произход на лицата, кандидатстващи за придобиване на българско гражданство, чрез издаването на индивидуални административни актове. Съхранява и актуализира база от данни, както и извършва анализи за състоянието и тенденциите сред българските общности зад граница.

Свободното движение на хора е основополагащ принцип, който, заедно със свободата на движение на стоки, услуги и капитали, формира базата не само за единния европейски пазар и повишената конкурентноспособност на икономиките в ЕС, но и средата за развитие на предприемачеството, на малкия и средния бизнес и всичко това в условия на равни права и възможности за всички европейски граждани.

За практическото осъществяване на свободно движение от български граждани и упражняването на правата им в тази област като граждани на ЕС е създадена мрежа от служби по трудови и социални въпроси (СТСВ) на Министерството на труда и социалната политика към посолствата в други държави-членки на ЕС. Към момента такива служби по трудови и социални въпроси са разкрити към посолствата на Република България в Мадрид, Атина, Берлин, Лондон, Дъблин и Никозия. Предстои откриване на служба по трудови и социални въпроси в Париж, а службата в Берлин – да развие дейност и във Виена.

Службите по трудови и социални въпроси на България ще продължават да допринасят за защита правата на българските граждани, живеещи и работещи в чужбина, за повишаване информираността на българските граждани в други държави-членки по въпроси в областта на свободното движение, чрез консултирането им на място, в държавата на пребиваване, в информационни дни, по време на изнесени приемни и в ежедневната им работа, чрез местни медии и други методи, вкл. с цел насърчаване на двупосочна мобилност на българските граждани.

През последните години намалява недекларираната заетост на български граждани в резултат от осъществяване на информационни кампании в България за информиране на обществеността за правните разпоредби в тази област, както и в резултат от подписани двустранни механизми. В момента 16 държави-членки не прилагат преходен период за достъп на български граждани до националните трудови пазари: Гърция, Кипър, Испания, Португалия, Швеция, Дания, Румъния, Естония, Латвия, Литва, Полша, Словакия, Словения, Унгария, Финландия, Чехия. Други 10 държави-членки прилагат преходен период за български работници: Австрия, Белгия, Германия, Ирландия, Италия, Люксембург, Малта, Нидерландия, Обединеното кралство, Франция.

 

Човешки капитал

 

Човешкият капитал включва образование и квалификация, въплътени в човешката личност, които водят до увеличение на доходите в бъдеще. При измерване на човешкия капитал трябва да се включва системното и несистемно обучение, а също и пропуснатите доходи по време на обучението: често измер­ването на човешкия капитал се свежда на практика само до измерване на разходите за системното обучение.

Човешкият капитал може да е общ, т.е. полезен в много професионални дей­ности, изискващ, например грамотност, и специфичен, т.е. полезен само за определен вид работа или фирма, например познаване на вътреш­ни счетоводни процедури на една транснационална корпорация.

Въпреки че първите опити за оценка на човешкия капитал са направени от Уилям Пети, а понятието е изяснено от Адам Смит, едва през шестдесетте години Гари Бекър и Теодор Шулц започват да го прилагат широко в икономическата теория.

Полезни приложения на теорията за човешкия капитал са направени при изследване на търсене на работа на трудовия пазар, диференциране на трудови възнаграждения и миграция.

За У. Пети трудът трябва да бъде включен във всяко счетоводство на националното богатство. Пети се опитва да развие методология за парична оценка на човешкия капитал. Неговият метод установява стойността на човешкия капитал чрез капитализиране във времето на индивидуалния паричен поток на възнагражденията. Като процент за капитализиране се използва пазарният лихвен процент. Размерът на възнагражденията /личният доход/ се определя като от националния доход се извадят доходите, генерирани от притежавани имоти и богатства. Методът на Пети има един  недостатък, следствие от неотчитане на първоначалните инвестиционни разходи, необходими за формиране и развитие на знанията и уменията на работната сила.

 

Теорията за човешкия капитал води началото си от преди повече от две столетия и се свързва с Адам Смит. Във фундаменталния си труд „Богатството на народите” (1776 г.) Смит прави аналогия между процеса на формиране на по-високо квалифицирана работна сила и разходите за инвестиране във физическия капитал. Когато се пуска в действие скъпа машина, би трябвало, счита той, по-голямото количество работа, която тя извършва докато се изхаби да възстанови вложения в нея капитал като осигури и известна печалба<a href="#_ftn3">[3]</a>. Човек, който е образован с цената на много разходи на труд и време в такава професия, която изисква по-специални умения и сръчност може да бъде сравнен със същата машина. Работата, която той извършва, би трябвало да замести или поне да покрие всички разходи за неговото образование с нормална печалба.

В края на 50-те и началото на 60-те години на ХХ в. концепцията на Смит за човешкия капитал се преоткрива и развива от икономисти като Джейкъб Минцер, и нобеловите лауреати Теодор Шултц и Гари Бекер. Основните идеи на теорията за човешкия капитал Бекер излага в книгата „Човешки капитал”^. Според него всяка трудова активност, която изисква някаква цена в даден период и повишава производителността в бъдеще, може да бъде анализирана чрез теорията за инвестициите.

В основата на концепцията за човешкия капитал са залегнали няколко фундаментални положения  http://www.cet-vtu.com/data/pub/1959/17424/index.html-_ftn48:

Първо, човекът, върху който са осъществени целенасочени въздействия в общообразователен и професионален план, разполага с по-високо качество и продуктивност на работната сила, което свидетелства за придобит човешки капитал; Второ, формирането на човешки капитал с определено количество и качество се съпътства с инвестиции, които изискват огромни финансови средства от икономическите субекти, разчитащи на определена възвръщаемост от тях; Трето, инвестициите, свързани с формиране на човешкия капитал са насочени към разнообразни дейности - здравеопазване, социално обслужване, образование и професионално обучение, повишаване квалификацията и преквалификацията на индивидите; здравият, социално осигурен и високо образован човек има по-големи възможности и по-висока производителност на работното място; Четвърто, принципно положение в теорията за човешкия капитал е изискването за адекватност между професионално-квалификационната подготовка на работника и технологията на производствения процес.

В теорията за човешкия капитал като най-важна сфера на „инвестиции в човека” се считат образованието, професионалната квалификация, здравеопазването, миграцията, търсенето на работа. Централно място, обаче заема инвестицията в образованието и професионалната квалификация.

Човешкият капитал се определя като съвкупност от общи и професионални знания, умения и способности на индивида, които допринасят за увеличаване на неговата производителна сила.  Теорията за човешкия капитал се опитва да даде отговор на въпроса по какъв начин се формира човешкия капитал и как това влияе върху качеството и предлагането на работна сила. Икономистите разглеждат инвестициите като влагане на средства и време за придобиване на знания и умения, които индивидът прави и които се възвръщат, „изплащат” след определено време.

 Анализът на инвестирането в човешкия капитал се отнася и до източниците на финансиране - индивидите, фирмите и държавата. Инвестирането означава /както и при физическия капитал/, отлагане на част от текущото потребление за сметка на бъдещо нарастване на производството и потреблението. В този смисъл инвестициите в човешкия капитал се разглеждат и като доброволна саможертва от индивида, фирмите и обществото с оглед на бъдещи ползи. За работодателя финансирането в образование крие рискове. Ако допуснем, че лицето след завършване на обучението си не постъпи на работа във фирмата или напусне преди изтичане на договорения срок, работодателят няма да възстанови направените разходи и да реализира очакваната печалба. Затова инвестициите в образованието и професионалната подготовка се поемат не само от фирмата, но и от самите обучаващи се или техните семейства и държавата.

Държавата реализира най-много преки /финансови/ разходи за образование в сравнение с фирмите и частните инициативи, поради факта, че в много страни богати на ресурса земя /природни ресурси/ и с ниско качество на човешкия ресурс, цари бедност и мизерия, а в други с високо качество на човешкия ресурс и недотам природно облагодетелствани са икономически оазиси, откъм законност и висок жизнен стандарт. Държавните разходи за образование и повишаване качеството на човешкия капитал се възвръщат впоследствие под форма на данъци и други приходи, т.е водят до ръст на БНП. Често при липса на държавни инвестиции в бедните общества се получава един затворен кръг на бедността, в който тя се самовъзпроизвежда и разширява.

Семейството и частната, лична инициатива са третия източник на инвестиции в човешки капитал. Ролята на семейните инвестиции се засилва в ранна детска възраст, намалява по време на основното и средното образование и отново се засилва по време на следването и изцяло доминира в по-горните университетски степени, магистър и докторант. Семейните и личните инвестиции доминират при финансиране на странични от училищните дейности, спорт, култура, свободно време, здравеопазване.

Проследявайки еволюцията на концепцията за човешкия капитал, трябва да обърнем внимание, че във всички ранни работи основно два метода намират употреба при оценка на стойността на човека: метод „разходи (или цена) за производството”; метод „капитализиране на доходите”.

При изясняване на различни аспекти от теорията за човешкия капитал и развитието му във времето, ще анализираме различни подходи за измерване на човешкия капитал, процентът на възвращаемост от инвестиции в неговото формиране и др.

Съвременните изследвания върху концепцията за човешкия капитал

 

Т. Шулц дискутира подхода „цена на производство” за оценяване на човека и установява два основни разходно-калкулативни варианта. Първо. Общи ресурсни разходи, които включват: училищни разходи, понасяни от обществото, като учителски заплати, учебни пособия и консумативи, лихви и амортизация на физическия капитал; алтернативни разходи, понасяни от индивидите, като пропуснати доходи по време на образованието; инцидентни, свързани с образованието разходи, понасяни от индивидите, като учебници, квартири, пътуване и др. Второ. Частни ресурсни разходи, които включват същите три компонента, с изключение на това, че в общите ресурсни разходи, учебните такси, заплащани от индивидите, са заменени с обществени разходи, които обикновено се понасят чрез данъчното облагане.

М. Бауман формулира четири типа въпроси, на които теорията за човешкия капитал трябва да даде отговор:

1. Какви са били съвкупните вложения в „човешкия капитал” в течение на времето и какъв е бил техният ефект върху производството?

2. Колко голяма част от съвкупните обществени ресурси или съвкупното капиталово формиране са били вложени в „човешкия капитал” в миналото?

3. Какъв е бил процентът на възвръщаемост от инвестициите в „човешкия капитал” за различните размери на инвестициите и за различни нива на образование?

4. Какъв ще бъде ефектът на миналите, настоящите и бъдещите инвестиции в „човешкия капитал” върху бъдещия национален доход?

Според М. Боуман при измерване на нетното формиране на човешкия капитал, амортизирането е важен фактор. След съобразяване с процентите на смъртност, оригиналната стойност на човешкия капитал се разпределя във времето в зависимост от това каква част от неговата трудова продуктивност е употребена.

По-различен подход е следван от Гари Бекер. Той конструира генерална теория на инвестициите в човешкия капитал върху базата на исторически данни за връзката между възраст, доходи, образование и „on-the-job” тренинг.

Пъстротата и обемността на изследванията доказва, че теорията за човешкия капитал е нова и значима област на икономическо познание, в която възникват нови и актуални въпроси. Част от тези въпроси са свързани вече не толкова с обосноваване на необходимост от инвестиции в човека, колкото в търсене на възможност за оптимизиране на процесите по формиране на човешкия капитал.

Опит да се намери отговор на този род въпроси е следващото изложение. Акцентът ще бъде поставен върху търсене на оптималност при формиране на националния човешки капитал чрез системата на образование.

Теорията на Г. Бекер за инвестициите в човешкия капитал. Теорията на Бекер за инвестициите във формиране на човешкия капитал чрез механизмите на обучение, формира солидна основа за всяко следващо изследване в тази област. Няколко основни препоръки могат да бъдат откроени в теорията на Бекер, когато във фирмата обект на дискусия е необходимостта от обосноваване финансиране на програми за обучение на персонала. Тук включваме: програми за обучение, окачествявани, като генерални, водят до постигане на константно увеличение в пределната производителност на обучаваните, независимо дали те работят във фирмата, която е реализирала програмата или в която и да е друга фирма; програмите за обучение, окачествявани като специфични, водят до увеличаване на пределната производителност единствено във фирмата, която е провела обучението; обучението във фирмата формира набор от разходи, засягащи както преките разноски за програмата, така и цената на алтернативите за използване на времето, което е било употребено за обучението; фирмата ще финансира програми за обучение, единствено ако може да си гарантира възвръщаемост от тези програми, която да компенсира първоначалните разходи.

В по-късни свои изследвания Бекер аргументира, че:

1. Образованите и квалифицираните имат по-стръмен профил “възраст-доходи” от неквалифицираните. Тъй като наблюдаваните приходи включват възвръщаемостта, но не и разходите, може да се заключи, че по-високите доходи в по-късните трудови години представляват компенсаторна възвръщаемост от по-ранните години, когато нетните приходи са ниски /или даже негативни/.

2. Парадоксалният пример относно факторния интензитет на импортираните в САЩ блага при международната търговия, може да бъде обяснен, ако при анализа се вземат предвид както човешкият, така и физическият капитал. Благата, които на пръв поглед са трудоемки, могат да инкорпорират една висока степен на умения и технологични усилия, което в действителност е част от човешкия капитал.

3. Студиите за еластичност на заместването между капитала и труда са с особена важност поради това, че възнагражденията могат да имат нарастващ тренд вследствие на инвестициите във формиране на човешкия капитал, докато въздействието на физическия капитал върху възнагражденията може да има регресивен характер и да довежда до неадекватно установяване на влиянието на факторните пропорции върху заплатите. В тази насока, според Г. Бекер физическият капитал в действителност е по-добре взаимно допълващ се с човешкия капитал, отколкото с труда.

4. Вместо икономическият растеж да се обяснява изцяло с инвестициите във физическия капитал и технологичния напредък, според Бекер е логично да се отчита и принципно важното значения на директните инвестиции във формиране на човешкия капитал.

Представеният кратък анализ на основните идеи в теорията на Г. Бекер позволява да се констатира наличие на една логически издържана и добре аргументирана концепция, с фундаментална важност за всички съвременни изследвания в областта на теорията за човешкия капитал.

В тази насока едно възможно приложение на развитият от Бекер аналитичен инструментариум може да се търси както на ниво фирма, така и на ниво държава, където със своята острота изпъква проблемът за разпределяне на финансовото бреме за финансиране на инвестициите във формиране на човешкия капитал.

Необходимостта за включване на човека в концепцията за капитала се поражда от три причини: цената на отглеждането и обучението на хората е реална, парично измерима цена; продуктът от техния труд се добавя към националното богатство; осъществените разходи по отношение на хората, които водят до увеличение на продукта от техния труд, ще доведат и до увеличение на националното богатство.

Специфичното обучение увеличава трудовата производителност във фирмите, в които се провеждат такъв тип програми. Поради тази причина, разходите за провеждане на програми за специфично обучение могат да бъдат платени от работодателя и възвръщаемостта може да бъде разпределена в негова полза.

Генералното обучение би имало резултати, които са еднакво полезни и приложими във всички фирми и следователно би довело до еднакво нарастване в пределния продукт на всички тези фирми. Ето защо, лицата, които се обучават с програми за общо обучение ще бъдат склонни да плащат неговата цена, защото обучението увеличава техните индивидуални трудови възнаграждения независимо къде работят.

Механизъм за компенсиране на човешкия капитал на български имигранти

 

България е на 127 място в света и на първо място в Европа по изтичане на мозъци от 142 страни, според доклада на Световния икономически форум по конкурентоспособност през 2012г.

Според академик Дамян Дамянов, председател на Съюза на учените към БАН, 40 млрд. лв. е загубила страната от висшистите, които работят зад граница през последните десет години. Според него държавата е инвестирала средства в обучението на 400 000 наши сънародници, които след получаване на диплома веднага са заминали да работят в чужбина, вместо да развиват родната икономика. Едва 30% от завършващите магистри и бакалаври успяват да си намерят работа по специалността. За сметка на юристите и софтуерните специалисти страната страда от недостиг на физици, инженери и математици. Скоро можело да ни се наложи внос на тези кадри от чужбина. Страната търпи най-солидни загуби от студентите медици, отчетоха представители на медицинските вузове. За всеки курсист медик държавната хазна отделя по 7000 лв. на година, а това прави над 44 000 лева в рамките на 6-годишното му обучение.

Взаимоотношенията между страната донор и приемащата страна са асиметрични. Затова на основание на теорията за човешкия капитал може да се предяви искане за компенсиране на страната донор  към приемащата страна за човешкия капитал на имигрантите с образование, които са образовани в България, а се реализират в други, приемащи български имигранти.

Като се има предвид, че основните източници на инвестиции за образование са държавата, семейството и индивида,  то компенсациите трябва да се адресират към тях.

Възможно е обаче с някакъв коефициент да се редуцират компенсациите към трите източника на инвестиции и с този размер от средства да се формира национален фонд за финансиране на завръщането на българи от чужбина в България, за да приложат наученото по света чрез внедряване на световен опит и високи технологии в националната икономика.

Освен този основен източник на средства, във фонда могат да се акумулират средства и от други източници, като: европейски пари; фирмени средства по линия на корпоративната социална отговорност, средства от дарения и други.

По отношение на използването на средствата от този фонд, могат да се посочат няколко акцента: стимулиране на креативни личности; разработване и защита на иновационни проекти и други.

 

Заключение

 Имиграцията, към която тласка сегашната криза, се различава от онази имиграция, в която са се впускали хората през последните векове, водени от политически, социални или икономически мотиви. Финансовият колапс не пожали никоя страна по света. Това допълнително направи непоносим живота в много държави, но едновременно с това ограничи чувствително възможностите за намиране на препитание и малко по-добър стандарт на живот зад граница. Вълните от хора, които оставят всичко и тръгват с еднопосочен билет, остават все така многолюдни, но за разлика от годините преди кризата, когато емигрираха обикновено високо специализирани служители, сега в потока от бягащи се виждат все повече хора без образование и специални умения. Имиграцията е изход за т. нар."изгубено поколение" млади хора, които никога не са работили и не виждат шанс за реализация в своята държава. Това обаче усилва социалното напрежение и затруднява реализацията в чужбина дори на високо специализираните кадри.

Дори държави, които отчитат икономически растеж, са в риск от имиграционни вълни. Китай отчита бум на подготвящите се да заминат за Канада. Китайците предпочитат да избягат от нерешени с години проблеми в страната като замърсяване на околната среда и храните или забрана да раждат повече деца. Като става въпрос за децата им, китайците предпочитат да ги изучат в чужбина. Канада и Австралия са силно предпочитани дестинации за новата вълна от китайски емигранти.

Международната организация по миграция (The International Organisation of Migration (IOM) стартира проект за Западните Балкани, с който смята да опита да удържи изтичането на мозъци от страни като Албания, Босна и Херцеговина, Хърватия, Косово, Македония, Черна гора и Сърбия. По данни на организацията 90 % от младите хора, живеещи в селата и 60 % от младите, живеещи в градовете биха емигрирали ако имат възможност. Желанието на организацията да ограничи нелегалната емиграция, като предостави достатъчно информация за това какви са легалните начини за емиграция.

Факт е, че кризата върна по родните места много емигранти в Европа, а една от причините, че те са най-застрашени от рецесия. Чужденците винаги страдат най-много и са първите, които усещат кризата. Това са хора, които имат най-малка сигурност за работните места и почти са без достъп до социални фондове за подкрепа при безработица.

Емигрантите рядко се радват на подкрепа в експанзионистичната им миграция, макар че чрез своите спестявания, които обикновено се връщат в родината им, се превръщат в стабилизационен фактор за държавите, от които идват.  

 

<a name="14"></a>14. Българският принос за „Европа 2020”  <a href="#начало">↑</a>

Завършвайки със същия казус, с който започва този материал – не случайно сме най-бедните в ЕС, защото пазарното ни стопанство е примитивно. Разпределителното и преразпределителното ни стопанство е едно от най-ранните разновидности в Европа – (преди промишлената революция) и ние сме най-бедни, защото сме най-ниско производителни. А сме ниско производителни, защото стопанството ни е примитивно.

Нямаме и потенциал да се повишат темповете и на икономическото развитие.

Затова ни трябва не просто реформи, а цял комплекс от еволюционни реформи, правени едновременно по една „Високотехнологична реиндустриализация на България: 2014-2020г.“. Когато реформите са много и се правят едновременно като един общ проект се получава синергетичен ефект и се скъсява многократно времето на тяхното провеждане.

Реформите са нещо обичайно за културните страни! И се правят без викове и крясъци по медиите! Обмислено, тактично, професионално и компетентно!

Затова трябва да се обсъди от икономическите лидери на пазара и бизнеса и да не се допусне ориенталското мислене!

Нима не знаем, че голямата производителност идва от научните решения и високи технологии? Знаем, разбира се! Но това е много по-трудно от прецакването и преразпределението, които е завладяло икономиката сега.

Няма дори смели хора, вкл. икономисти, които да обсъдят и предложат един Стратегически комплекс от реформи на българското пазарно стопанство!

Фактите сочат, че по естествен път, т.е. когато се осъзнае обективната необходимост, реформи се правят постоянно и непрекъснато във всички развити страни.

Така стои и въпросът с индустриализацията на икономиките на напредналите и развити капиталистически страни.

Както и с въвеждане на антимонополно законодателство, защитата на конкуренцията, регламентация в международната търговия и други.

Такива реформи са много и с тях се осигурява еволюционно развитие на икономиките, които  имат мъжеството да ги правят бързо и решително. Все по-ясно е, че всяка национална икономика мисли за своето иновиране, развитие и формиране на международен профил и собствения си вътрешностопански комплекс. И това е свързано със стандарта на населението ѝ.

В света в момента се правят много реформи и опитът от тях е много поучителен и е голямо предимство за един български проект.

Също и за увереността, че правенето на реформи е нещо обичайно за пазарните капиталистически страни! И да правим и ние реформи е съвсем нормално. Този път трябва да правим много реформи в един общ проект за ре индустриализация и нова индустриализация.

Няма да е достатъчно само намаление на данъците на бизнеса!

Нужди са работещи реформи в комплекс, в един проект, продуктивни и действени реформи, подходящи за сегашното състояние на българската икономика.

Реформите не може да са палеативни, а е нужно да се търси европейска подкрепа и европейски пари за постигане на реални резултати.

В заключение на това подготвено за обсъждане „Проучване” може да се каже следното:

За окончателното изготвяне на предпроектното проучване се изисква освен усилията за проучвания, а така също и достатъчно самочувствие и смелост за собствен български проект за реиндустриализация, изготвен от икономисти и лидери с опит.

Същото важи и за българските правителства, които ще го внедряват в следващите 10-15 години и ще трябва да привличат за него 10-15 млрд. евро външни средства, включително и от Европейския съюз.
Необходим е външен за правителството мониторинг и обсъждане от СИБ, АИКБ,БСК, БТПП и други обществени организации още от фазата предпроучване, проучване, проектиране и управление на проекта.
Държавата и нейните структури, въвлечени в проекта трябва да участват равностойно с частния бизнес и пазарната инфраструктура в обсъждане, приемане с консенсус реконструкцията и измененията на проекта за реиндустриализация, възникнали по време на изпълнението.
Въвличане на банките и медиите за участие в привличането на външен ресурс по фондовете за реиндустриализация и създаване на атмосфера на инвестиционен климат.
В съответствие с развитието на индустрията ще се появят изисквания към образованието – повече инженерни кадри, въвеждане на дуалистничното образование (подобно на техникумите), развитие на приложната университетска наука.
В крайна сметка обаче Проектът за „Високотехнологична реиндустриализация на България“ може и трябва да е дело на българските правителства и българското общество, което ще изисква очакваните положителни резултати за своя жизнен стандарт, а не ръкопляскания за счетоводни показатели.
Важно е, че много българи приемат отишлата си индустриализация като единственото оправдание за „социалистическия експеримент”, гордостта на поколения, частично догонване на Запада.

В  същия  синхрон  трябва  да  е  и строителният и транспортният бизнес т.н.

Привързаността към фабриките е резултат на възможността хората да заживеят в градовете, благата на градския живот, да си намерят работа и престижна професия.

По тази причина реиндустриализацията би срещнала голяма подкрепа, защото в българската култура е вкоренено „да направиш нещо, което може да се пипне”.

Стратегията „Европа 2020” финансира щедро задълбочаване между индустрията и науката по същество е програма за реиндустриализация. Новият европейски консенсус е, че без нови и възстановени индустрии, нашият континент няма добро икономическо бъдеще. Все по-често се обръща внимание и на социалната роля на индустриалния труд. Комисарят Антонио Таяни каза, че амбициозната задача е през 2020 г. 20% от БВП на ЕС да идва от производствения сектор.

 

11.  И отново: Необходими са много мнения и предложения от икономисти и лидери с опит, които на тази фаза се очакват за обсъждане на адреси:

 

„Съюз на икономистите в България”: 

гр. София, ул. „Г. С. Раковски” 108, ет.4, офис 420

Секретар на УС – Христина Стойчева                       

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e-mail: <a href="mailto:unieconom@abv.bg">unieconom@abv.bg</a>

 

Редакция на сп. „Финанси” и Financebg.com:

гр. Пловдив, бул. „Христо Ботев” 27А

Гинка Милушева                                                      

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e-mail: <a href="mailto:saedinenie.ilarionova@gmail.com">saedinenie.ilarionova@gmail.com</a>

 

Редакционен съвет:

проф. д-р ик. Асен Конарев                                      +359 882 933 405<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 405 

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д-р ик. Петър Нейчев                                                +359 882 933 400<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 400 

инж. Стефан Гълъбов                                               +359 882 933 440<img class="skype_c2c_logo_img" src="resource://skype_ff_extension-at-jetpack/skype_ff_extension/data/call_skype_logo.png" alt="" width="0" height="0" />+359 882 933 440 

e-mail: <a href="mailto:chairman.neichev@gmail.com">chairman.neichev@gmail.com</a>

 

 

      <a name="15"></a>Основна използвана литература  <a href="#начало">↑</a>

 

1. НБУ - редакционна колегия: доц. д-р Виолета Касърова (съставител); Финансови  Иновации; Издателство на Нов български  университет; София 2007г.
2. Пийт Лън; Първични инстинкти; „Изток- Запад” ; София 2013г.
3. Мануел Кастел; Възходът на мрежовото общество Том 1 информационната епоха:  икономика,общество и култура; Издателска къща „ЛИК; София 2004г.
4. Крис Андерсън; Безплатното; „Изток- Запад” ; София 2011г.
5. Росица Рангелова; Структурни промени и икономически растеж в страните от  европейския съюз; академично издателство „Проф. Марин Дринов” ; София 2013г.
6. Нов български университет – Анна Кръстева, съставителство; Дигиталният гражданин; Издателство на Нов български университет; София 2013г.
7. Евгения Василева; Конфликтът- модели и случаи на анализ;  „Албатрос” ; София 2012г.
8. Антоанета Василева; Съвременни форми на международен бизнес; Нова българска   медийна група холдинг; София 2010г.
9. Кармен Райнхарт и Кенет Рогоф; Този път е различно, осем века финансови безумия;   Сиела Норма АД; София 2013г.
10. Филип Котлър; Маркетинг съвети от А до Я; „Класика и Стил” ООД; София 2005г.
11. Ранди Гейдж; Рискът: Новата сигурност- Правилата са се променили; Анхира   ЕООД; София 2013г.
12. Хюбърт Л. Драйфъс; Интернет; издателска къща KX; София 2010г.
13. Доц. д-р Радослав Габровски, доц. д-р Боян Илиев; Корпоративен риск мениджмънт; Сам. издат; Свищов 2000г.
14. Щефан Кашай; Маркетинговата стратегия на фирми от холдингов тип; „Аба гар”; В. Търново 2003г.
15. Джефри Зелдман; Проектиране с уеб стандарти; Софт Прес ООД; София 2004г.
16. Уилиам Прайд, О. Феръл; Маркетинг: Концепции и стратегии; „ФорКом’’; София   1996г.
17. Аня Фиорстер, Петер Кройц; Само мъртвите не се променят; „Еастра Холдинг груп”  АД; София 2011г.
18. Андрю Бърнстийн; Капитализъм без граници; ИК „Мак”; София 2012
19. Андре Конт – Спонвил; Морален ли е капитализмът?; ИК „Колибри”; София 2011 г.
20. Джоузеф Стиглиц; Цената на неравенството; „Изток запад”; София 2014 г.
21. Цветан Тодоров; „Интимните неприятели на демокрацията”; „Изток-Запад”; София   2013 г.
22. Рон Пол; Свободата, Принципите на свободното общество; „Изток - Запад”; София   2013 г.
23. Доц. Д-р Васко Василев; Икономическа политика и държавно управление;    Академично издателство на ВУ Агробизнес и развитие на регионите; Пловдив 2013 г.
24. Джошуа Купър Реймо; Ерата на немислимото; „Изток – Запад”; София 2013 г.
25. Швета Базин; Основи на мрежовата сигурност; Дуо Дизайн ООД; София 2004 г.
26. Георги Маринов; Геоикономикс, първа книга Трансформационни процеси в глобалната икономика; „Факел”; София 2010 г.
27. Филип Котлър, Джон А. Каслионе; Хаотика, Менджмънт и маркетинг в епохата на турбулентността; Локус Пъблишинг  ЕООД; София 2009 г.
28. Проф. Чавдар Николов, доц. Ганчо Ганчев, гл. ас. Елена Ставрова, проф. Иван Ангелов; Световната финансова и  икономическа криза и стабилността на българската икономика; Институт по икономика и международни отношения -  Фондация „Фридрих Еберт”; София 2009 г.
29. Зигмунт Бауман; Глобализацията; ИК „Труд”; София 2013 г.
30. Ричард Брансън; Бизнесът на бъдещето;AMG Publishing; София 2012 г.
31. Анатол Калецки; Капитализмът 4.0 – Раждането на новата икономика след кризата; „Класика и Стил” ООД; София 2013 г.
32. Людмил Найденов; Данъчна автономност на местните власти – теоретични аргументи и национална практика; ИК „Стено”; Варна 2012 г.
33. Насим Никълъс Талеб; Антикрехкост; ИК „ИнфоДар” ЕООД; София 2013 г.
34. Пол Бароу; Най добрите бизнес планове  - подготовка и представяне; „Класика и Стил” ООД; София 2002 г.
35. Жак Атали; Кой ще управлява света утре?; „Рива”; София 2013 г.
36. Грегъри Дал; Един свят – един народ – как глобализацията оформя нашето бъдеще; „Фабер”; В. Търново 2010 г.
37. Клаус Легеви; Глобализацията и нейните противници; АГАТА – А, издателска група; София 2007 г.
38. Дон Сенор и Сол Сингър; Нацията Новатор – историята на израелското икономическо чудо; ИК „Мак”; София 2010.
39. Робърт Йенсен, Джон Камински, Нормад Ливъргуд, Стивън Гауанс; Капитализмът днес – сборник статии 2000-2009 г.; ИК  „Жарава”; София 2009 г.
40. Филип Котлър; Управление на маркетинга – структура на управлението на пазарното предлагане; „Класика и Стил” ООД; София 2002 г.
41. Джим Колинс; Пътят към величието; „Класика и Стил” ООД; София 2003 г.
42. Мери Бъфет, Дейвид Кларк; Уорън Бъфет и тайните на мениджмънта; „Изток – Запад”; София 2012 г.
43. Александър Ненов; На един клик разстояние; „Изток – Запад”; София 2012 г.
44. Д-р Георги Бълдаров; Имиграция, конфликти и трансформация на идентичности в европейския съюз; Център за здраве и образование „Едикта”; София 2012 г.
45. Гарабед Минасян; Финансова стабилизация и икономически растеж; Академично издателство „проф. Марин Дринов”; София 2002 г.
46. Победа Луканова; Въведение в социалната икономика; „Авангард Прима”; София 2012 г.
47. Илия Балабанов; Инвестиционният вакум – причини и изход; Академично издателство „проф. Марин Дринов”; София 2002 г.
48. Иванка Крайнинска; Финансовите последици на българския пазар – състояние, проблеми, перспективи; Академично издателство „проф. Марин Дринов”; София 2010 г.
49. Гарабед Минасян; Пътят към евро: опитът на страните от източната европа с паричен съвет; Академично издателство „проф. Марин Дринов”; София 2004 г.
50. Николай Неновски; Свободните пари; Академично издателство „проф. Марин Дринов”; София 2001 г.
51. Драгомир Неделчев; Социален капитал и икономически развитие; Академично издателство „проф. Марин Дринов”; София 2004г.
52. Явор Марангозов; Характеристики на местните и международните съвместни предприятия в България; Академично издателство „проф. Марин Дринов”; София 2009 г.
53. Доминик Кардон; Интернет Демокрацията; Издателство на НБУ; София 2012 г.
54. Милад Дуеи; Големият дигитален обрат; Издателство на НБУ; София 2011 г.
55. Фондация „Приложни изследвания и комуникации” ; Авторски колектив – Аврам Агов; Иновациите – европейски, национални и регионални политики; ARC RUND; София 2008 г.
56. Фондация „Приложни изследвания и комуникации” ; Авторски колектив – Аврам Агов; Иновациите – политика и практика;   ARC RUND; София 2004 г.
57. Джоуззеф Стиглиц; Свободно падане; Инфо ДАР; София 2011 г.
58. Сасния Сасен; Глобалния град; Изд. Критика и хуманизъм; София 2011 г.
59. Ори Брейфман и Род Бекстром; Морска звезда и паякът; изд. Сиела; София 2011 г.
60. Дейвид Уолмън; Краят на парите; изд. Сиела; София 2012 г.
61. Филип Багус; Трагедията на еврото; ИК „Мик”; София 2011 г.
62. Ерик Уайнър; Сепчестият пазар; НСМ Медия; София 2011 г.
63. Джон Ролстън Сол; Крахът на глобализма; изд. „Кралица МАБ”; София 2009 г.
64. Николас Кар; Под повърхността; ИнфоДАР; София 2012 г.
65. Веселин Никифоров; Как да се формира пазарно стопанство; изд. Сиела; София 2008 г.
66. Вацлав Клаус; Евроинтеграция без илюзии; МаК; София 2012 г.
67. Дейвид Старк, Ласло Бруст; Постсоциалистически траектории; „АМАТ- АХ”; София 2006 г.
68. Джон Куишн; Зомби икономикс; „Изток – Запад”; София 2013 г.
69. Едмънд Бърн; Глобалната промяна; изд. Кибеа; София 2012 г.
70. Жюстин Томс, Поли Корерова; Основи на успешния бизнес; изд. Сиела; София 2012 г.
71. Евелина Христова; Комуникацията и организацията в 21 век.; РОЙ комюникейшън; София 2013 г.
72. Айн Ранд; Новата левица: антииндустриалната революция; МаК; София 2013 г.
73. Скот Белски; Как се реализират добрите идеи; „Изток – Запад”; София 2013 г.
74.  Катя Бекярова, Боян Велев, Иван Панев; Икономически теории; изд. Хермес; Пловдив 2009 г.

 

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<a href="#_ftnref1">[1]</a> Поради съществуващото неравенство в преговорните позиции между държавите по произход и държавите приемници на мигранти, силовият подход може да задълбочи дисбаланса на силите между тях, тъй като държавите приемници са в позиция да приложат непропорционално голям натиск върху държавите на произход и да наложат едностранни и асиметрични ограничения върху движението на хора без от своя страна да изпълнят задълженията си по отношение на защитата на правата на имигрантите в собствените си граници. В свой доклад върху недоброволния труд, Международната организация на труда (МОТ) предупреждава за тази тенденция и стига до заключение, че е нeобходимо спешно и радикално преосмисляне на миграционните политики в световен мащаб. Липсата на административен контрол в страните на произход и доминиращата философия за саморегулация в много страни приемници на имигранти, на които се основават и неолибералните програми и политики на голям брой донорски организации  в страните в преход, могат да се окажат пагубни за защита правата на имигрантите. Тревожни са и противоречията между философията за ненамеса в “свободния пазар”, с която често се злоупотребява за да бъде оправдана лошата регулация на отношенията на пазара на труда, и не толкова либералните имиграционни политики. За съжаление, до сега преобладаващите методи за управление на миграцията са предимно ”репресивни”, в защита на държавните интереси като предотвратяване на имиграцията и трансграничната престъпност. Става видно обаче, че колкото и оправдан да е стремежът за защита на националната сигурност, той може да препятства защитата на правата на имигрантите.

<a href="#_ftnref2">[2]</a> Национална стратегия за демографско развитие на Република България през 2006-2020г.;Национална стратегия в областта на миграцията, убежището и интеграцията -2011-2020г. и други.

<a href="#_ftnref3">[3]</a> Вж. Смит, Адам, Богатството на народите, „Партиздат”, С., 1983.

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<a href="#_ftnref1">[1]</a> По данни на Industry Week Census on Manufacturing, 54,9 % от американските компании ползват аутсорсинга в производството, а 43,8 % - в обслужването на машини и оборудване.

<a href="#_ftnref2">[2]</a> Според международната консултантска компания McKinsey Global Institute в периода между 2003г. и 2008г. само в сферата на услугите, корпорациите от развитите държави са създали в чужбина над 4,1 млн. нови работни места извън САЩ.      

<a href="#_ftnref3">[3]</a>Outlookfor Remittance Flows 2011-12.// Migration and Development Brief. World Bank. 8 November 2010. Р. 2.

 

<a href="#_ftnref4">[4]</a> За съжаление НСИ досега не е разработила методика и не събира регулярна информация за процеса на имиграция на българите. По данни от провежданото извадково наблюдение от НСИ на пътнико-потока се установява, че за близо 52% от емигрантите напускането на страната е свързано с осъществяване на постоянна работа, за 15% причината е продължаване на образованието и за 10% причините са брак, преселване или друга. Около 20% от преселените в чужбина са придружаващи лица, вкл. и деца.

<a href="#_ftnref5">[5]</a> Според изследване на британското вътрешно министерство например, през фискалната 1999-2000 година, мигрантите са внесли под форма на данъци в държавната хазна 2.5 милиарда лири стерлинги повече отколкото са били използвани от тях под форма на социални помощи и придобивки. Според някои оценки, Великобритания ще има нужда от приблизително 1.2 милиона мигранти през следващите няколко години за да заместят пенсиониращите се работници. Докато изследвания доказват икономическите ползи от трудовата миграция и факта, че повечето развити страни имат застаряващо население, което съвсем ще доведе до недостиг на работна ръка и по-голяма данъчна тежест, управляващите в страните притегателен център за мигранти с неохота признават търсенето на пазара на труда на мигрантски труд и се стремят към политически облаги от често “ксенофобските нагласи по отношение на миграцията” като предлагат все по-затягащ се имиграционен контрол. Докато рестриктивната имиграционна политика не отстъпи място на по-отворена такава, която отчита местното търсене на мигрантска работна ръка и се стреми да го управлява и канализира, много мигранти които са принудени да търсят работа в чужбина “за да оцелеят, а не просто за да подобрят своя стандарт на живот”, няма да имат друг избор, но да прибягнат до трафиканти и каналджии за да стигнат до тези работни места.

<a href="#_ftnref6">[6]</a> Една от основните и най-видими ползи за гражданите на България от членството в ЕС е свободата на пътуване и работа на българите в другите страни членки.

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