Trends in Infinite Dimensional Topological Dynamics
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Organizer(s): |
Name:
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Affiliation:
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Country:
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Keonhee Lee
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Department of Mathematics, Chungnam National University
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Korea
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Udayan Darji
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Depaerment of Mathematics, University of Louisville
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USA
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Carlos Morales
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Institute of Mathematics, Federal University of Rio de Janeiro
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Brazil
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Introduction:
| | Combining the concepts of topological dynamics and infinite dimensional dynamical systems gives rise to a discipline that can be referred to as Infinite Dimensional Topological Dynamics. It focuses on studying the qualitative behavior and structures of dynamical systems that have infinite-dimensional state spaces from a topological perspective. This special session focuses on the recent progress on this theory. These advancements encompass aspects like investigating the topological stability of systems with global attractor, linear operators with generalized hyperbolicity, stability and Gromov-hausdorff stability of linear operators and PDEs, and so on.
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