Александр Аузан – Декан экономического факультета МГУ, заведующий кафедрой прикладной институциональной экономики экономического факультета МГУ, член Экономического совета при президенте РФ.
Один мой друг – биолог, который занимается муравьями, – говорит так: «На наших могилах будет написана эпитафия: «Они заблуждались искренне». То, что в нынешнем научном понимании не вызывает сомнения, через сто лет будет считаться заблуждением, а через триста лет может снова быть реабилитировано. Наука – штука очень относительная, поэтому рассказывать о крупнейших достижениях науки сложно. И все же я попробую рассказать, как на сегодня выглядят вершины экономической науки – с точки зрения институциональной экономики, которой я занимаюсь.
Экономика в неидеальном мире
Экономическая наука берет свое начало с Адама. Адама Смита, а точнее, его работы «Исследование о природе и причинах богатства народов». Вопросы, на которые пытался ответить Смит, продолжают задавать и двести пятьдесят лет спустя.
Адам Смит – 1723–1790 – Шотландский экономист, философ-этик; один из основоположников современной экономической теории.
Во второй половине XX веке вся экономическая теория была подобна физике, в которой все процессы проистекают в вакууме. А потом экономист Рональд Коуз открыл главную экономическую теорему XX века, которая заложила основу для ответа на основной вопрос экономики: почему один народ живет плохо, а другой хорошо. Коуз открыл силу трения в экономике. Если излагать эту теорему в совсем упрощенном виде, то она сводится вот к чему: если бы в этом мире не было трансакционных издержек[1] – то есть сил трения, издержек коммуникации между людьми, – то, как ни сделай, все будет хорошо. Как бы вы ни разместили ресурсы, они автоматически придут в эффективное состояние. В социальном вакууме точно так бы и произошло. Но в реальности так не бывает, потому что существуют положительные трансакционные издержки.
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)
Рональд Коуз – 1910–2013 – Американский экономист, лауреат Нобелевской премии по экономике 1991 года «за открытие и прояснение точного смысла трансакционных издержек и прав собственности в институциональной структуре и функционировании экономики».
С приходом к идее о положительных издержках перевернулось представление о самых различных областях в этом мире. Экономика вакуума стала экономикой всего. Она позволила по-другому понимать историю. Для начала перевернулось представление о собственности. Потом стали создаваться теоретические ответвления, которые объясняют суды, полицию, армию, исторический процесс, различия в развитии стран, тупики в развитии стран и так далее.
Открытие трансакционных издержек показало, что значительная часть объектов в этом мире находится в свободном доступе – в так называемом режиме несобственности. Взять, например, лавку в городском саду. У лавки есть собственник, который установил режим пользования, но в какой-то момент на лавке появляется надпись: «Люди, я любил вас». То есть собственник не в состоянии поддержать режим пользования, и лавка оказывается вне собственности. Или, например, формально все признают, что у компании «Майкрософт» есть права на программу, но также все понимают, что бывают нелицензионные программы. Эти нелицензионные программы – по существу, объекты, вышедшие из реального контроля собственника. И оказывается, что с изменением техники и правовых условий то большее, то меньшее число объектов оказывается вне какой-либо собственности – частной, государственной или коммунальной. При этом каждый режим собственности необходим: без этого не будут воспроизводиться скамейки и программы.
Историю собственности в России за последние двадцать лет можно передать метафорой Кирилла Рогова. В 1990-е все несут мешки из амбаров – приватизация. Несут, но по дороге отсыпают. В нулевые все несут мешки обратно в амбары, но по дороге также отсыпают. В процессе такого перетекания собственности вопрос не в том, куда несут. Вопрос – сколько отсыпают, то есть много ли оказывается вне какого-либо режима собственности, чтобы стать объектом произвольного присвоения.
Теорема Коуза в применении к собственности имеет глубокий философский смысл. Получается, что если сила трения существует, то совершенство невозможно. Любой проект – будь он либеральный, то есть построенный на частной собственности, консервативный, основанный на роли государства, или социалистический, основанный на коммунальной собственности, – обречен рассыпаться, столкнувшись с положительными трансакционными издержками.
Однако, хоть совершенства в мире нет, есть разнообразие, возможность выбора и перехода из одной системы в другую. Если у вас в шкафу висят шуба, смокинг, джинсовый костюм и купальник и вам нужно выбрать, что лучше надеть, вы не можете сказать, что какой-то из вариантов абсолютно верный, не учитывая нюансов.
Так и с режимами собственности, включая свободный доступ: хорошо, что есть выбор. У каждого режима свои достоинства и недостатки. Частная собственность – самая дорогая. Она требует четкой инвентаризации, отлаженной работы судебной системы и исполнения судебных решений. Государственная собственность прекрасно обеспечивает мобилизацию источников, переступая через всякого рода ограничения в виде договоренностей. Но есть у нее и недостаток: отсутствие собственника. А это требует всякого рода контрольно-надзорных служб, внутренних инспекций, чтобы бороться с расхищением. В результате мы недополучаем того эффекта, которого ждали от огосударствления или приватизации. Происходит это оттого, что трансакционные издержки положительны, то есть благодаря той самой силе трения. Чтобы ее снизить, выстраиваются институты.