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/ NICOLSON Doula (2002)
TÃtulo : | PROBLEMAS DE LA ADOLESCENCIA. | Tipo de documento: | texto impreso | Autores: | NICOLSON Doula ; AYERS Harry. | Editorial: | Narcea | Fecha de publicación: | 2002 | Número de páginas: | 171 p. | ISBN/ISSN/DL: | 978-84-277-1326-0 | Idioma : | Español (spa) | Palabras clave: | ADOLESCENCIA | Nota de contenido: | Extracto del Índice: 1. Problemas de la adolescencia. 2. Teorías del desarrollo adolescente. 3. Enfoques teóricos de los problemas de la adolescencia. 4. Tratamiento de las dificultades conductuales. 5. Temas específicos. 6. Estudio de casos. 7. Anexo. Fichas de Trabajo. |
PROBLEMAS DE LA ADOLESCENCIA. [texto impreso] / NICOLSON Doula ; AYERS Harry. . - [S.l.] : Narcea, 2002 . - 171 p. ISBN : 978-84-277-1326-0 Idioma : Español ( spa) Palabras clave: | ADOLESCENCIA | Nota de contenido: | Extracto del Índice: 1. Problemas de la adolescencia. 2. Teorías del desarrollo adolescente. 3. Enfoques teóricos de los problemas de la adolescencia. 4. Tratamiento de las dificultades conductuales. 5. Temas específicos. 6. Estudio de casos. 7. Anexo. Fichas de Trabajo. |
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) 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