Читаем Энергетические аспекты международной политики полностью

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Эта книга посвящена 30-летию падения Советского Союза, завершившего каскад крушений коммунистических режимов Восточной Европы. С каждым десятилетием, отделяющим нас от этих событий, меняется и наш взгляд на их последствия – от рационального оптимизма и веры в реформы 1990‐х годов до пессимизма в связи с антилиберальными тенденциями 2010‐х. Авторы книги, ведущие исследователи, историки и социальные мыслители России, Европы и США, представляют читателю срез современных пониманий и интерпретаций как самого процесса распада коммунистического пространства, так и ключевых проблем посткоммунистического развития. У сборника два противонаправленных фокуса: с одной стороны, понимание прошлого сквозь призму сегодняшней социальной реальности, а с другой – анализ современной ситуации сквозь оптику прошлого. Дополняя друг друга, эти подходы позволяют создать объемную картину демонтажа коммунистической системы, а также выявить блокирующие механизмы, которые срабатывают в различных сценариях транзита.

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Публицистика / Учебная и научная литература / Образование и наука