Читаем Энергетические аспекты международной политики полностью

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
Перейти на страницу:

Похожие книги

Демонтаж коммунизма. Тридцать лет спустя
Демонтаж коммунизма. Тридцать лет спустя

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.

Евгений Шлемович Гонтмахер , Е. Гонтмахер , Кирилл Рогов , Кирилл Юрьевич Рогов

Публицистика / Учебная и научная литература / Образование и наука