Boundary of social systems

From Geography

Social systems differ from each other and therefore are defined by boundaries. This is what Koch in short implies with his analysis of the family. "Like every social system the family is a closed system. The notion of closure is, thereby, related to the operational process, i.e. for a family to exist as a family it is necessary to draw a boundary. This is executed by the family itself" (Koch, 2005, p.6).

Though, in the eyes of Deleuze borders, as in the sense of differences are not existing until they are found to be valid. If a family would be studied by Deleuze, he would perhaps only notice the coherence and a shared identity when the family under study is compared to another family. From his perspective something can only be debarqued when it is opposed to something else. This ambiguity derives through language: "it is language which fixes the limits ... but it is language as well which transcends the limits and restores them to the infinite equivalence of an unlimited becoming" (Deleuze, n.d., p.40)

Assignment 9 (Luhmann) Lorenzo Goudsmits (0827991) Lisanne Dols

Sources

Deleuze (?). What Is Becoming? in Constantin v Bounds (ed.) The Deleuze Reader. New York: Colombia University press Koch, A. (2005). Autopoietic spatial systems: the significance of actor network theory and system theory for the development of a system theoretical approach of space. in Social Geography, nr.1, p.5-14