Topological, geometrical and ergodic properties of dynamics
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Bibliographic Information
Topological, geometrical and ergodic properties of dynamics
(Pubblicazioni del Centro di ricerca matematica Ennio de Giorgi, . Dynamical systems ; pt. 2)
Scuola normale superiore di Pisa, [2003]
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Note
At head of title: Centro di ricerca matematica "Ennio de Giorgi"
Centro di ricerca matematica "Ennio de Giorgi" began its activities hosting a Research Trimester on Dynamical Systems. The trimester held at the center from February 4th through April 26th, 2002
On p. [79] "[2]" is superscript
Includes bibliographical references
Contents of Works
- Bifurcations of unimodal maps / Artur Avila, Carlos Gustavo Moreira
- Pisa lectures on Lyapunov exponents / Jairo Bochi, Marcelo Viana
- Foliations on complex projective surfaces / Marco Brunella
- Equidistribution problems in holomorphic dynamics in P[2] / Charles Favre
- Topologically mixing flows with pure point spectrum / Bassam Fayad
- Unlinked periodic orbits of diffeomorphisms of the annulus and the torus / Patrice Le Calvez
- Invariant measures and their properties : a functional analytic point of view / Carlangelo Liverani