תאריך:
ג', 16/03/202114:00-15:00
תאריך:
ג', 16/03/2021 - 14:00 to 15:00
Abstract: Let f be an infinitely differentiable surface diffeomorphism. Suppose we are given a sequence of ergodic invariant measures m_n which converge weak star to an ergodic limit m.What do we need to know on m_n to guarantee that the Lyapunov exponents of m_n converge to the Lyapunov exponents of m?The main result is that if m has positive entropy, and the entropy of m_n converges to the entropy of m, then the Lyapunov exponents of m_n converge to the Lyapunov exponents of m.This is joint work with J. Buzzi and S. Crovisier.Zoom meeting details:Join Zoom MeetingMeeting ID: 852 5024 7239Passcode: 249811
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ג', 16/03/2021 - 14:00 to 15:00
Abstract: Let f be an infinitely differentiable surface diffeomorphism. Suppose we are given a sequence of ergodic invariant measures m_n which converge weak star to an ergodic limit m.What do we need to know on m_n to guarantee that the Lyapunov exponents of m_n converge to the Lyapunov exponents of m?The main result is that if m has positive entropy, and the entropy of m_n converges to the entropy of m, then the Lyapunov exponents of m_n converge to the Lyapunov exponents of m.This is joint work with J. Buzzi and S. Crovisier.Zoom meeting details:Join Zoom MeetingMeeting ID: 852 5024 7239Passcode: 249811
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