报告人 王晓东（上海交通大学）



报告时间 2017年1月20日14:00-15:00


报告地点  维格堂319


报告摘要   We prove a conjecture raised by Diaz and Gorodetski: for C1-generic diffeomorphisms, if a homoclinic class H(p) is not hyperbolic, then there exists a non-hyperbolic ergodic measure supported on it. In the proof, we have to use a useful technique introduced by [GIKN] to construct ergodic measures as a weak-*-limit of a sequence of periodic measures. This is a joint work with C. Cheng, S. Crovisier, S. Gan and D. Yang.