Обучение у жизни: становление психоаналитика. Патрик Кейсмент

Читать онлайн.



Скачать книгу

Т. М. и др., 1946.

      4

      Мне не удалось найти эту ссылку у Винникотта, но я не собираюсь занимать эту концепцию, так как я уверен, что я узнал о ней от него.

      5

      Я даю пример этого где-то в другом месте (1990,106–107, 1991, 288–9), случай, когда боль контраста впервые предстала передо мной как полезная концепция.

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