Методика формирования связной речи детей дошкольного возраста с системным речевым недоразвитием. Вадим Петрович Глухов. Читать онлайн. Newlib. NEWLIB.NET

Автор: Вадим Петрович Глухов
Издательство: МПГУ
Серия:
Жанр произведения: Педагогика
Год издания: 2017
isbn: 978-5-4263-0558-8
Скачать книгу
Л. П. О диалогической речи // Русская речь. – Т. 2. – 1923; Леонтьев А. А. Функции и формы речи // Основы теории речевой деятельности. – М., 1974 и др.

      2

      По Лурия А. Р., термином «контекстная» речь определяется речевое высказывание, которое не требует дополнительных пояснений, это речь – «понятная исходя из ее собственного содержания» (1975, 2005).

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