Социология права. В. П. Милецкий

Читать онлайн.
Название Социология права
Автор произведения В. П. Милецкий
Жанр Учебная литература
Серия
Издательство Учебная литература
Год выпуска 2018
isbn 978-5-288-05826-4



Скачать книгу

Т. Левиафан. М.: Соцэкгиз, 1936. С. 214.

      31

      Шершеневич Г. В. Общая теория права. М.: Изд-во братьев Башмаковых, 1910. С. 281.

      32

      См.: Маркс К. Указ. соч.

      33

      Нерсесянц В. С. Философия права: краткий учеб. курс. М.: Норма, 2000. С. 24.

      34

      Осипов И.Д. Указ. соч. С. 14.

      35

      См.: Карбонье Ж. Указ. соч. С. 186–194.

      36

      См.: Там же. С. 197–204.

      37

      См.: Лапаева В.В. Указ. соч. С. 189–202.

      38

      См.: Гревцов Ю.И. Указ. соч. С. 30–33.

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