报告题目: Equidistribution of curves in homogeneous spaces and Diophantine approximation for matrices
报告人： Lei Yang， Einstein Institute of Mathematics,The Hebrew University of Jerusalem,Israel.
摘要: We consider an analytic curve in a homogeneous space, translated by a particular diagonal subgroup. Given a geometric condition, we want to show the translates of the curve tend to be equidistributed in the homogeneous space. In this talk, we will discuss the result for the case when the space admits an action of SL(m+n, R), and its application to Diophantine approximation for m by n matrices. This is a joint work with Nimish Shah.