Abstract
These lectures are concerned with the bifurcation and stability behaviour of general dynamical systems. Emphasis is on multiple-parameter autonomous systems, and both static and dynamic bifurcations associated with such systems are explored analytically. Thus, Hopf and degenerate Hopf bifurcations, as well as bifurcations into quasi-periodic motions on invariant tori are analysed. A brief discussion concerning the analysis of non-autonomous systems is presented in the last chapter.
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