数学科学研究所
Insitute of Mathematical Science

Colloquium | The Shape of the Julia set in Complex Dynamics

Colloquium | Institute of Mathematical Sciences

Time4:00pm-5:00pm, July 9, Monday

LocationRoom 302, Library


Speaker: Eric Bedford


Eric Bedford got his PhD under B.A. Taylor from University of Michigan. He has held positions at Courant Institute, Princeton University and Indiana University.  He is currently a member of the Institute for Mathematical Sciences at Stony Brook University.

Eric Bedford works on several areas of Complex Analysis, Complex Geometry, and Complex Dynamics.  In Complex Analysis, he has worked on Complex (Pluri-) Potential Theory, and questions of Holomorphic Equivalence.  In Complex Geometry, he has worked on problems related to the existence of Complex Disks.  Most recently, he has worked on dynamics in complex dimension 2.  This includes the Henon family of maps, as well as Rational Surface Automorphisms.

He likes to play piano.  In his free time, he likes to play squash.


Title : The Shape of the Julia set in Complex Dynamics

Abstract: We consider problems in the dynamics of mappings of complex space.  The dynamics of these mappings are closely related to the shape of the so-called Julia set.  We will discuss results concerning the geometry of Julia sets.

  

题目:复杂动力学中的Julia集合的形状

摘要:我们关注的问题是复杂空间的映射动力学。这些映射的动力学与Julia几何的形状十分接近。我们将会在讲座中讨论Julia集合几何空间中下的结果。


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