9780898624847-0898624843-Family Transitions: Continuity and Change Over the Life Cycle (The Guilford Family Therapy Series)

Family Transitions: Continuity and Change Over the Life Cycle (The Guilford Family Therapy Series)

ISBN-13: 9780898624847
ISBN-10: 0898624843
Edition: Revised ed.
Author: Celia Jaes Falicov
Publication date: 1991
Publisher: The Guilford Press
Format: Paperback 476 pages
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Book details

ISBN-13: 9780898624847
ISBN-10: 0898624843
Edition: Revised ed.
Author: Celia Jaes Falicov
Publication date: 1991
Publisher: The Guilford Press
Format: Paperback 476 pages

Summary

Family Transitions: Continuity and Change Over the Life Cycle (The Guilford Family Therapy Series) (ISBN-13: 9780898624847 and ISBN-10: 0898624843), written by authors Celia Jaes Falicov, was published by The Guilford Press in 1991. With an overall rating of 4.5 stars, it's a notable title among other Mental Health (Psychology & Counseling, Counseling, Religious Studies, Psychiatry, Psychology, Clinical Psychology, Counseling, Social Work, Social Sciences) books. You can easily purchase or rent Family Transitions: Continuity and Change Over the Life Cycle (The Guilford Family Therapy Series) (Paperback) from BooksRun, along with many other new and used Mental Health books and textbooks. And, if you're looking to sell your copy, our current buyback offer is $0.33.

Description

The notion that a "developmental difficulty'' underlies the appearance of clinical symptoms has become a time-honored tradition in family therapy just as it has been in individual therapy. Yet, unlike the well-established and well-researched models of child and adult development, those in family development are rudimentary. This volume gathers some of the most prominent family theorists, researchers, and clinicians to elucidate the specific dimensions and processes of spontaneous and therapeutically induced change over the family life cycle. The book introduces new conceptual models that integrate the temporality of the life cycle approach with systems theory. By their very nature, these models cut across therapeutic orientations and have important clinical applications.

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