Abstract

In spite of the fact that nonlinear dynamical models have been used for almost half a century in the area of family process theory, an appreciation of the potential of chaos models is a relatively recent development. The present paper discusses the shift of focus in our understanding of family processes resulting from Prigogine's chaos framework, and outlines a chaos approach to family interaction. It is argued that this approach allows us to more effectively address one of the central outstanding questions in the field, namely, how self regulatory behavior can contribute to structural transformation of the family system.

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