 Does the emergence to prominence of “chaos theory” (nonlinear dynamics) itself constitute a scientific revolution and, if so, is it a distinctly Kuhnian revolution? In recent years several writers, including both scientists and science writers, have attempted to link Kuhn’s idea of revolutionary paradigm shifts to the emergence of chaos theory, complexity theory, and network theory (e.g., Gleick 1987, chap. 2, on the chaos theory revolution; Ruelle 1991, chap. 11; Jen in Cowan et al. 1999, 622f, on complexity theory; and Buchanan 2002, 47, on network theory). Interestingly, some authors reapply these ideas to Kuhn’s account itself, theoretically construing revolutionary paradigm shifts as phase changes or as nonlinear jumps from one strange attractor or one sort of network structure to another.