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Global attractors and bifurcations
1996We present some recent developments in the study of attractors of smooth dynamical systems, specially attractors whose basin has a global character. A key point in our approach is to explore the relations between this study and that of main bifurcation mechanisms.
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Global Bifurcations and Explosions
2018Nonsmooth systems suffer a curse of dimensionality. Every higher dimension brings the possibility of fundamentally new local and global dynamics, as a simple object classified in low dimensions takes on unknown new complications in higher dimensions. Classifying these conventionally, by forming an accounting of all singularities and their unfoldings ...
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Global Bifurcations of Periodic Orbits
American Journal of Mathematics, 1978Alexander, J. C., Yorke, James A.
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Global bifurcation of the -Laplacian in
Nonlinear Analysis: Theory, Methods & Applications, 2009In-Sook Kim, Yun-Ho Kim
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