报告题目：Hypercyclicity of Operators on Spaces of Analytic Functions

　　报告人：Prof. Kit C. Chan（Bowling Green State University， USA）

　　报告时间：6月17日（周二）下午4:30

　　报告地点：数学实验室（工北412）


　　摘要:
A bounded linear operator on a Banach space is said to be hypercyclic if there is a
vector in the Banach space whose orbit under the operator is dense in the space.
Many classical examples of hypercyclicity take place in Banach spaces of analytic functions.
On the other hand, natural operators on Banach spaces of analytic functions also provide
counterexamples in the theory of hypercyclicity. In this talk we explore some of these examples.

　　报告人简介：KitC.Chan：
ACADEMIC DEGREES
Ph. D. (Mathematics), 1988, University of Michigan.
B. Sc. (Mathematics), 1983, University of Hong Kong.

ACADEMIC POSITIONS
Teaching Positions
Professor, Bowling Green State University, 2002 - present.
Associate Professor, Bowling Green State University, 1996 - 2002.
Assistant Professor, Bowling Green State University, 1992 - 1996.
Instructor, Michigan State University, 1989 - 1992.
Lecturer, University of Michigan, Jan, 1989 - Aug, 1989.
Teaching Assistant, University of Michigan, 1983 - 1988.

ADMINISTRATIVE POSITION
Chair, Department of Mathematics and Statistics, BGSU
July, 2007 - present.