报告题目：Continuous rigidity of higher rank lattice actions on tori

报告人：王之任教授（美国宾州州立大学 ）

报告时间：2019年6月25日（周二），14:00-15:00

报告地点：维格堂319


摘要：A recent result of Brown, Rodriguez Hertz and myself states that smooth Anosov actions by higher rank lattices on tori and nilmanifolds are smoothly conjugate to affine actions under a lifting hypothesis. In this talk, we will explain why continuous action by higher rank lattices on tori and nilmanifolds are continuously semiconjugate to affine actions, without assuming either hyperbolicity or lifting. This is a joint work with F. Rodriguez Hertz.