Smooth Ergodic Theory and Its Applications

By A. Katok, R. Llave, Yakov Pesin, H. Weiss. 2001

67 citations recorded by the source corpus.

Subfields: Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/7006e745b3b38c66cd7c3b7c5a1870a87a3e7a41

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In Mathematical Physics

1. Keith Burns
2. Amie Wilkinson
3. Artur Avila
4. Jiagang Yang
5. Marcelo Viana
6. F. R. Hertz
7. R. Ures
8. Dmitry Dolgopyat

Citations in the corpus

• Local rigidity of partially hyperbolic actions I. KAM method and ${\mathbb Z^k}$ actions on the torus (2010, unknown): “To ensure the convergence of the process, set kR.n/kC0 < "n D " .kn/(5.11) kR.n/kC l < " 1 n k .n/kC1 < " 1=2 n Jn D " 1 3.3 C2/ n where k D 4 3 .”
• On the ergodicity of partially hyperbolic systems (2005, background): “2 by a version of the Hopf argument and a result of Brin and Pesin (see Section 2 of [BPSW] for more details).”