Личность и групповая динамика. Как каждый из нас влияет на окружающих. Лайонел Стэйпли
Чтение книги онлайн.

Читать онлайн книгу Личность и групповая динамика. Как каждый из нас влияет на окружающих - Лайонел Стэйпли страница 9

СКАЧАТЬ Азбука, 2021.

      2

      Теория объектных отношений – система психоаналитических представлений о личности, основанная на постулате, что доминирующая потребность субъекта – его потребность в отношениях с объектом, при этом «объектом» почти всегда является другой человек. – Прим. науч. ред.

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 СКАЧАТЬ