Arxiv
| Presentation Name： | Stability of Elliptic Harnack Inequality |
|---|---|
| Presenter： | Prof Chen Zhenqing |
| Date🔜： | 2021-05-31 |
| Location： | 腾讯会议 879 284 492 |
| Abstract： | Harnack inequality, if it holds, is a useful tool in analysis and probability theory. In this talk, I will discuss scale invariant elliptic Harnack inequality for general diffusions, or equivalently, for general differential operators on metric measure spaces, and show that it is stable under form-comparable perturbations for strongly local Dirichlet forms on complete locally compact separable metric spaces that satisfy metric doubling property. Based on Joint work with Martin Barlow and Mathav Murugan. |
| Annual Speech Directory✋🏼： | No.142 |
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