Контуры трансцендентальной психологии. Книга 2. Аршак Миракян

кажется, ответ на эти вопросы содержится в Прелюдии к книге 1 (Миракян А.И. Контуры трансцендентальной психологии. – М.: Изд-во «Институт психологии РАН», 1999).

      5

      Миракян А.И. Контуры трансцендентальной психологии. Кн.1. – М.: Изд-во «Ин-т психологии РАН», 1999.

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