Psicología Anormal : Los Problemas de la Conducta [texto impreso] / Irwin G. Sarason, Autor ; Bárbara G. Sarason, Autor ; Bárbara G. Sarason, Autor ; Bárbara G. Sarason, Autor ; Mari Luz Caso Sáinz, Traductor ; Mari Luz Caso Sáinz, Traductor ; Mari Luz Caso Sáinz, Traductor . - 3a ed.617 p. . - México : Trillas, 1990 . - 617 p. : diagrs.; gráfs.; ils.; tbls. ; 25 cm. ISBN : 978-968-24-3945-2 Incluye referencias bibliográficas, índice onomástico, índice analítico. Título original en Ingles: Abnormal Psychology Idioma : Español ( spa)
Psicología Anormal
Sarason, Irwin G.Sarason, Bárbara G. ; Sarason, Bárbara G. ; Sarason, Bárbara G. ; Caso Sáinz, Mari Luz ; Caso Sáinz, Mari Luz ; Caso Sáinz, Mari Luz - -
México : Trillas - 1990
Incluye referencias bibliográficas, índice onomástico, índice analítico. Título original en Ingles: Abnormal Psychology
Conducta desadaptada: problemas de la vida -- Trastornos emocionales y reacciones esquizofrénicas -- Trastornos orgánicos -- Desarrollo desadaptado -- El reto de la intervención
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) 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