История науки доклассического периода. Философский анализ. Надежда Бряник. Читать онлайн. Newlib. NEWLIB.NET

Автор: Надежда Бряник
Издательство: ФЛИНТА
Серия:
Жанр произведения: Учебная литература
Год издания: 2017
isbn: 978-5-9765-3055-3, 978-5-7996-1681-6
Скачать книгу
строгая наука. Новочеркасск: Агентство Сагуна, 1994. С. 70.

      15

      Гуссерль Э. Кризис европейских наук и трансцендентальная феноменология. С. 69.

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