天元讲堂（3.26）：Random entropy expansiveness in partially hyperbolic diffeomorphisms
报告人：糜泽亚（南京信息工程大学）
报告时间：2018 年 3 月 26 日（周一）下午 2：30-4：30
报告地点：维格堂319
报告摘要：We study the local entropy of typical infinite dynamical balls in random dynamical
systems, and show the random entropy expansiveness for C^ 1 partially hyperbolic diffeomorphisms
with multi one-dimensional centers. Generally, consider C^ 1 diffeomorphism f
with dominated splitting TM = E⊕ E^1⊕ ···⊕E^k⊕F such that dimE^i= 1 for every
0< i < k-1, and all the Lyapunov exponents are non-negative along F and non-positive
along E , we prove the asymptotically random entropy expansiveness for f.
报告时间：2018 年 3 月 26 日（周一）下午 2：30-4：30
报告地点：维格堂319
报告摘要：We study the local entropy of typical infinite dynamical balls in random dynamical
systems, and show the random entropy expansiveness for C^ 1 partially hyperbolic diffeomorphisms
with multi one-dimensional centers. Generally, consider C^ 1 diffeomorphism f
with dominated splitting TM = E⊕ E^1⊕ ···⊕E^k⊕F such that dimE^i= 1 for every
0< i < k-1, and all the Lyapunov exponents are non-negative along F and non-positive
along E , we prove the asymptotically random entropy expansiveness for f.