时间： 10月6日下午， 10月7日
报告人： 尹永成 (浙江大学 )
题目：Boundary of Fatou component for polynomials
摘要：We prove that for any polynomial, any bounded non-Siegel Fatou component is bounded by a Jordan curve.
报告人：曾劲松 (广州大学 )
题目：Invariant graphs of Newton maps
摘要：In this talk，I will construct certain invariant graphs of Newton rational maps. The approach is quite different from that of Mikulich-Ruckert-Schleicher's. Based on these graphs and KSS-theory and Kahn-Lyubich Lemma，one can prove that the boundaries of all fixed Fatou components of Newton maps are locally connected，which generalizes Roesch's result on cubic Newton maps.
题目：Subvarieties with dense preperiodic points in dynamics
摘要：In algebraic dynamics, it is conjectured that under certain conditions, a subvariety containing Zariski-dense preperiodic points must be a preperiodic subvariety. In this talk, we will briefly discuss the motivation of this problem, and show some partial results.
题目：A survery of the results on MLC
摘要：In the complex 1-dimensional dynamics, the hyperbolic density conjecture and its twin MLC (The Mandelbrot set is locally connected), are probably the most famous problems in this field. In this talk I will review the results and some recent progress on these problems.
题目：Global topology of hyperbolic components
摘要：Understanding the global topology of hyperbolic component is a fundamental problem in complex dynamical system. I will review history, backgroud, some known results on this topic,
also suggest a strategy to study some cases.
10月7日下午： 自由 讨论