Job title：Stony Brook University
Title : p-adic Julia sets and geometrically finite rational maps
A rational map defined over a finite extension K of the p-adic field Q_p induces dynamical systems on the projective spaces over K and over C_p, respectively, which gives two Julia sets (the non-equicontinunity regions in the projective spaces): the K-Julia set and the C_p-Julia set. In this talk, I will show that the K-Julia set is a natural restriction of the C_p-Julia set under some natural conditions. If time permits, I will talk about the dynamics on the K-Julia set for geometrically finite rational maps. This is a joint work with Fan, Liao and Wang.
Time: Nov. 26 (Fri.), 13:30 p.m., 2021
Place: This talk is given online. The following is the link of this talk.