Starts 8 Dec 2020 16:00
Ends 8 Dec 2020 17:00
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ICTP Math Lecture Series on Dynamics of the Geodesic Flow on Surfaces Without Conjugate Points - Lecture 3
Zoom event
Lecture 3: Some statistical properties of the geodesic flow
Abstract: : In this lecture we will prove that the measure of maximal entropy constructed above is unique and therefore ergodic. We will also prove that the geodesic flow is mixing with respect to the measure of maximal entropy.
Kindly register in advance for these meetings (you only have to register once to attend all events): https://zoom.us/meeting/register/tJ0sd-igqjouE917PnJKgmidMHmi3lDa58se
After registering, you will receive a confirmation email containing information about joining the meeting.
Abstract: : In this lecture we will prove that the measure of maximal entropy constructed above is unique and therefore ergodic. We will also prove that the geodesic flow is mixing with respect to the measure of maximal entropy.
Kindly register in advance for these meetings (you only have to register once to attend all events): https://zoom.us/meeting/register/tJ0sd-igqjouE917PnJKgmidMHmi3lDa58se
After registering, you will receive a confirmation email containing information about joining the meeting.
References:
[1] V. Climenhaga, G. Knieper, K. War, Uniqueness of the measure of maximal entropy for geodesic flow on certain manifolds without conjugate points. Accepted for publication in Advances in Mathematics.
[2] V. Climenhaga, G. Knieper, K. War, Closed geodesic on surfaces without conjugate points. Preprint.
[3] G. Knieper, Differentialgeometrie, Lecture notes.