## Archive for February, 2009

### Furstenberg’s 2x, 3x (mod 1) problem

Posted by: **matheuscmss** on February 19, 2009

### Proof of Duarte’s theorem on the abundance of elliptic islands for the standard map

Posted by: **matheuscmss** on February 16, 2009

Posted by: **matheuscmss** on February 19, 2009

Posted by: **matheuscmss** on February 16, 2009

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A. Avila
Abelian differentials
action on homology of automorphisms of origamis
Affine diffeomorphisms
Alex Eskin
Amie Wilkinson
Anton Zorich
Artur Avila
Boris Hasselblatt
Bourbaki seminar
C. Moreira
Carlos Gustavo Moreira
CIRM-Marseille
College de France
Conference Geometrie Ergodique
cylinder flow
Dynamics on Moduli Spaces
Enrique Pujals
entropy
ergodicity
Eskin-Kontsevich-Zorich formula
Eskin-Kontsevich-Zorich regularity conjecture
Fernando Coda Marques
Francois Ledrappier
G. Forni
Gauss-Manin connection
Giovanni Forni
H. Furstenberg
Hausdorff dimension
Hillel Furstenberg
Hodge bundle
Howard Masur
ICTP
IHP-Paris
IMPA
Institut Henri Poincare
Italy
J. C. Yoccoz
J. Palis
Jacob Palis
Jean-Christophe Yoccoz
KAM theory
Keith Burns
Kontsevich-Zorich cocycle
Kontsevich-Zorich spectrum
Linear cocycles
Lyapunov exponents
Marcelo Viana
Maxim Kontsevich
moduli spaces
Newhouse phenomena
Non-uniformly hyperbolic horseshoes
Origamis
Pesin theory
positive Lyapunov exponents
rate of mixing of geodesic flows
Ricci flow
school and workshop on dynamical systems
second fundamental form of Gauss-Manin connection
seminaire Bourbaki
simplicity of Lyapunov exponents
SL(2;R)-action on Abelian differentials
SL(2;R) action
square-tiled cyclic covers
square-tiled surfaces
Surfaces a petits carreaux (suite)
Sylvain Crovisier
Szemerédi's Theorem
Teichmüller curves
Teichmüller flow
translation surfaces
Trieste
weak mixing
Weil-Petersson flow
Weil-Petersson metric

- Furstenberg's theorem on the Poisson boundaries of lattices of SL(n,R) (part II)
- Furstenberg's theorem on the Poisson boundaries of lattices of SL(n,R) (part I)
- Furstenberg's 2x, 3x (mod 1) problem
- Harmonic quasi-isometries (after Benoist and Hulin)
- Yoccoz proof of Jakobson theorem I
- Applications of Szemerédi's regularity lemma: triangle removal lemma, Roth's theorem, corner's theorem and graph removal lemma
- Homoclinic/heteroclinic bifurcations: introduction
- Maxim Kontsevich's talk on ''Lyapunov exponents for variations of Hodge structures''
- The concept of mass in General Relativity and its applications
- On the continuity of Lyapunov spectrum for random products

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