Инновационная экономика. Елена Богатова

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Инновационная экономика - Елена Богатова

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затрат капитала. Функция технического прогресса соотносит темпы роста ожидаемого выпуска продукции с темпами роста капиталовложений в любой момент времени (24, 65).

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      Пример. Технический прогресс выражается в изменении производственной функции. Но появление новых видов продукции (качественно сильно отличающихся) неправомерно рассматривать как изменение производственной функции.

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      Денежные теории цикла и макроэкономической динамики не являются предметом рассмотрения в данной работе.

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      Раздел выполнен в рамках инновационной программы РГПУ им. А.И.Герцена «Создание инновационной системы подготовки специалистов в области гуманитарных технологий в социальной сфере» 2008 г.

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