In this final lecture, we establish a Ratner-type theorem for actions of the special linear group on homogeneous spaces. More precisely, we show: Theorem 1. Let G be a Lie group, let be a discret… more →
What's newugeesana wrote 1 month ago: Differentail Geometry, Lie Groups, and Symmetric Spaces by Sigurdur Helgason Translating 18.755 Int … more →
carpiber wrote 1 month ago: http://www.fact-archive.com/encyclopedia/List_of_Lie_group_topics … more →
Terence Tao wrote 7 months ago: In this final lecture, we establish a Ratner-type theorem for actions of the special linear group o … more →
Charles Siegel wrote 1 year ago: Today I’m going to talk about parallel parking. We’ve all had to do it at some point (a … more →