2 problems

Stably $C^1$ or stably fractal conjecture for Anosov systems
Let $r\geq 2$ and consider $C^r$ Anosov diffeomorphisms, with their stable and unstable distributions. A distribution is stably $C^1$ if it remains $C^1$ under every sufficiently…
openFrom papersanosov-systems dynamical-systems regularity
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5
Scattering rigidity conjecture for compact Riemannian manifolds of Anosov type
Let $M_1$ and $M_2$ be compact Riemannian manifolds of Anosov type, each with scattering data. Scattering rigidity conjecture. If $M_1$ and $M_2$ have the same scattering data, the…
openFrom papersanosov-systems riemannian-geometry scattering-rigidity
0 responses
6

Stably C1C^1C1 or stably fractal conjecture for Anosov systems