Венгер - Психологические рисуночные тесты
- Название:Психологические рисуночные тесты
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Венгер - Психологические рисуночные тесты краткое содержание
Эта книга - первое в нашей стране подробное иллюстрированное руководство по применению системы рисуночных тестов и составлению на ее основе «психологических портретов» детей и взрослых.
Психологические рисуночные тесты - читать онлайн бесплатно полную версию (весь текст целиком)
Интервал:
Закладка:
Экстравертность - общительность, склонность к широким контактам.
Эмоциональная лабильность - склонность к легкой смене настроений, неустойчивость переживаний.
Эмоциональная напряженность - возбуждение, ощущение, что необходимо срочно что-то сделать, но неясно, что именно.
Эмоциональное возбуждение - особо высокая активность, повышенная готовность к действию.
Энурез - недержание мочи.
Эпилептоидная акцентуация - чрезмерное внимание к мелочам, эксплозивность (взрывчатость), высокая ригидность.
ЛИТЕРАТУРА
Берне Р.С, Кауфман С.Х. Кинетический рисунок семьи. М., 2000.
Болдырева С А. Рисунки детей дошкольного возраста, больных шизофренией. М., 1974.
БукДж. Тест «дом, дерево, человек» (ДДЧ) // Проективная психология. М., 2000.
Йирасек И. Диагностика школьной зрелости // Шванцара Й. Диагностика психического развития. Прага, 1978.
Маховер К. Проективный рисунок человека. М., 1996.
Мухина B.C. Изобразительная деятельность ребенка как форма усвоения социального опыта. М., 1981.
Остер Дж., Гоулд П. Рисунок в психотерапии. М., 2000.
Полуянов Ю. А. Диагностика общего и художественного развития детей по их рисункам. М.; Рига, 2000.
РайгородскийДЯ. Практическая психодиагностика. Методики и тесты. Учеб. пособие. Самара, 2001.
Романова Е.С., Потемкина О.Ф. Графические методы в психологической диагностике. М., 1992.
Хоментаускас Г.Т. Методика «Рисунок семьи» // Общая психодиагностика / Под ред. А.А. Бодалева, В.В. Столина. М., 1987.
Ширн Ч., Расселл К. «Рисунок семьи» как метод изучения детско-роди-тельских взаимоотношений // Проективная психология. М., 2000.
Appel K.E. Drawings by children as aids in personality studies // American Journal of Orthopsychiatry. 1931. Vol. 1.
Goodenough F.L. Measurement of Intelligence by Drawings. N.Y., 1926.
Goodenough F.L., Harris D.B. Studies in the psychology of children's drawings: II. 1928 - 1949. Psychological Bulletin. 1950. 47.
Hammer E. The Clinical Application of Projective Drawings. Springfield, 1958.
Harris D.B. Children's Drawings as Measures of Intellectual Maturity: A Revision and Extension of the Goodenough Draw-a-Man Test. N.Y., 1963.
Hulse W. The emotionally disturbed child draws his family // Quarterly Journal of Child Behavior. 1951. Vol. 3.
Hulse W. Childhood conflict express through family drawings // Journal of Projective Techniques. 1952. Vol. 16.
Wolff W. Projective methods for personality analysis of expressive behavior in preschool children // Character and Personality. 1942. Vol. 10.
Wolff W. The Personality of the Preschool Child: The Child's Search for his Self. London, 1947.
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Читать 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