EVENT DETAILS AND ABSTRACT

Title: Translates of some homogeneous measures in arithmetic quotients of linear algebraic groups
Speaker: Zhang Runlin
Speaker Info: Ohio State University
Brief Description:
Special Note:
Abstract:

Let G be a linear algebraic group defined over the rational numbers Q, H be an observable Q-subgroup and \Gamma be commensurable with the integral points of G. Given a sequence of elements g_n in G(R), we study the limiting behavior of g_nH(R)\Gamma in G/\Gamma. Assuming the full orbit does not diverge, we classify all possible limiting measures.