Arxiv
| Presentation Name🎰： | Crossed products from minimal dynamical systems |
|---|---|
| Presenter🏇🏼： | Professor Huaxin Lin |
| Date🪰： | 2016-06-24 |
| Location🙏🏽： | 光华楼东主楼2201 |
| Abstract👨🏻🍼： | Let $X$ be a compact metric space and $/alpha: X/to X$ be a minimal homeomorphism. We study the minimal dynamical systems $(X, /alpha)$ via C*-algebra theory. Let $/beta$ be another minimal homeomorphism on $X.$ We consider the problem when two crossed products are isomorphic as C*-algebras. By introducing the notion of "approximate conjugacy", related to the Gieodano-Putnam-Skau theory, we also study the problem when two such minimal systems are approximate conjugate. |
| Annual Speech Directory： | No.115 |
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