报告人：关力凡博士 北京大学

报告题目: Bounded orbits of certain diagonalizable flows on finite volume quotients of products of Sl(2,R).

报告摘要：We prove the set of points that have bounded orbits under diagonalizable flows is a winning subset for Schmidt's game of finite volume quotients of products of Sl(2,R). The proof is based on study of certain analogue of Dani-Kleinbock correspondence and Schmidt's conjecture in number field case. This is a joint work with J. An, A. Ghosh and L. Yang

报告时间：2017年7月11日(星期二)上午10：45-11：30

报告地点: 科技楼南楼602室