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