Date | Dec 27, 2022 |
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Speaker | 김재린 |
Dept. | Alfredo Renyi Institute |
Room | 129-309 |
Time | 14:00-16:00 |
Asymptotically harmonic manifolds are first introduced by F. Ledrappier in the ergodic-theoretical context.
We shall recall the importance of asymptotically harmonic manifolds with negative curvature from a dynamical viewpoint, with their relationship with Katok’s rigidity conjecture on Liouville measures.
We also verify characterizations of asymptotically harmonic manifolds, which reveal their geometric, dynamical, and stochastic aspects.