Apparaît également dans la collection : 2024 - T2 - WS2 - Group actions with hyperbolicity and measure rigidity
The SH-property for unstable laminations is a topological analog to positive center exponents for u-Gibbs measures. I plan to explain some abundance results for this property in the context of volume preserving partially hyperbolic diffeomorphisms with one-dimensional center and how this implies results on rigidity of u-Gibbs measures in dimension 3. This is part of a joint project in many combinations with A. Avila, S. Crovisier, A. Eskin, A. Wilkinson and Z. Zhang.
De Kathryn Mann , David Fisher , Vincent Pecastaing
De Bertrand Deroin
De Bertrand Deroin
De Sebastian Hurtado Salazar
De Bertrand Deroin
De Thang Nguyen
De Thang Nguyen
De Thang Nguyen
De Romain Dujardin
De Romain Dujardin
De Romain Dujardin
De Karin Melnick
De Karin Melnick
De Karin Melnick
De Karin Melnick
De Karin Melnick
De Uwe Semmelmann
De Yi Lai
De Qiaochu Ma
