Disquisitiones Mathematicae

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Posts Tagged ‘A. Verjovsky’

Asaoka’s lecture on Verjovsky conjecture – part I

Posted by: matheuscmss on September 25, 2008

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Teichmüller curves with complementary series
ERT3: Other Polynomial Ergodic Averages
ERT2: Polynomial Von Neumann’s Theorem
Le prix Fermat 2009
Enrique Pujals wins TWAS 2009 prize

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A. Verjovsky Bohm and Wilking Brendle and Schoen C. Moreira codimension one Anosov flows dimension formula for the sum of Cantor sets Diophantine properties elliptic islands entropy frequency conditions Gap Lemma Gugu H. Furstenberg ICTP IMPA isotropic curvature Italy Kaloshin and Rodnianski theorem KAM theory Kontsevich-Zorich spectrum Lagrange spectrum Lyapounov exponents M. Asaoka Moreira and Yoccoz Newhouse phenomena non-commutative groups Pedro Duarte pinching family of cones positive curvature operators positive entropy conjecture Ricci flow Ricci flow invariant curvature conditions Ruziewicz problem S. Simic School and Workshop of Dynamical Systems school and workshop on dynamical systems SL(2;R) cocycles sphere theorem spherical space-forms stable intersection of Cantor sets standard map Teichmüller flow Trieste Veech surfaces Verjovsky conjecture

Top Posts

Dynamische Systeme (Oberwolfach 2009)
Diophantine property of generic elements of non-commutative groups
Le prix Fermat 2009
ERT1: Poincaré's Recurrence Theorem and Von Neumann's Theorems
Brazilian president Luis Inacio Lula da Silva visits IMPA
Teichmüller curves with complementary series
Proof of Duarte’s theorem on the abundance of elliptic islands for the standard map
Ergodic Ramsey Theory (by Yuri Lima)
Enrique Pujals wins TWAS 2009 prize
ERT3: Other Polynomial Ergodic Averages

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