Arxiv
| Presentation Name： | Pointwise normality and Fourier decay for self-conformal measures |
|---|---|
| Presenter🦵🥳： | Professor Zhiren Wang |
| Date： | 2021-06-03 |
| Location： | Tencent room✉️：571 331 574👨🏿✈️，Code：200433 |
| Abstract： | In this talk we will discuss an aperiodic condition on the derivative cocycle of an $C^{1+/gamma}$ IFS which guarantees the self conformal measure is pointwisely absolutely normal, i.e. for generic points the sequence $p^k x$ equidistributes modulo 1 for every integer $p>1$. This is a joint work with A. Algom and F. Rodriguez Hertz. |
| Annual Speech Directory🦇⚒： | No.155 |
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