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What is Non-Autonomous Bifurcation Analysis about?

This document discusses stability, instability, and bifurcation phenomena in non-autonomous differential equations. It begins by introducing key concepts like invariant sets and complete trajectories that replace fixed points for non-autonomous systems. It then defines notions of stability and instability for invariant sets that generalize the autonomous case. Several examples are presented that illustrate bifurcations in non-autonomous systems and behaviors unique to them, such as attractors containing asy

Author

vahid

Language

EN