报告人：杨磊 特聘研究员（四川大学）
报告题目：Badly approximable points and homogeneous dynamics (I).(II). (III)
报告摘要：Badly approximable numbers and vectors are important objects in Diophantine approximation and have been attracting more and more people from number theory and homogeneousdynamics in recent years. We will study the Hausdorff dimension and winning properties of sets of badly approximable numbers and vectors. I will explain how to use ideas and techniques from homogeneous dynamics to study these problems. We will start with badly approximable numbers, and then move to 2-dimensional badly approximable vectors and higher dimensional case. It turns out that higher dimensional case is very different from 2-dimensional case.
报告时间：2019年6月18日（星期二）上午9：30，6月19日（星期三）上午9：30，6月20日（星期四）上午9：30
报告地点：科技楼南楼605
