Институциональная экономика. П. Г. Аленин

Институциональная экономика - П. Г. Аленин


Скачать книгу
никакая альтернативная стратегия не может ее вытеснить посредством механизма естественного отбора. Главным результатом анализа повторяющихся игр является увеличение числа точек равновесия и решение на этой основе проблем координации, кооперации, совместимости и справедливости.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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
Скачать книгу