Add to ORKGWe prove a finite smooth version of the entropic continuity of Lyapunov exponents of Buzzi-Crovisier-Sarig for $C^\infty$ surface diffeomorphisms [9]. As a consequence we show that any $C^r$, $r > 1$, smooth surface diffeomorphism $f$ with $h_{top}(f) > \frac{1}{r} \limsup_n \frac{1}{n} \log^+ \|df^n\|$ admits a measure of maximal entropy
Let T: [0, 1] → [0, 1] be a unimodal map with positive topological entropy. Then T has a unique meas...
We study invariant measures of families of monotone twist maps S fl (q; p) = (2q \Gamma p + fl \Del...
Let M be a compact manifold and f : M -> M be a C-1 diffeomorphism on M. If mu is an f-invariant ...
We prove a finite smooth version of the entropic continuity of Lyapunov exponents of Buzzi-Crovisier...
We show that $C^\infty$ surface diffeomorphisms with positive topological entropy have at most finit...
We consider diffeomorphisms of a compact Riemann Surface. A development of Oseledec's Multiplicative...
Abstract. We establish the existence of ergodic measures of maximal Hausdorff dimension for hyperbol...
Este trabalho trata das medidas de máxima entropia para certos difeomorfismos em nilvariedades. Cons...
Ergod. th. dynam. syst. (to appear)We study the dynamics of piecewise affine surface homeomorphisms ...
A major concept in differentiable dynamics is the Lyapunov exponents of a given map f. It combines t...
Appendix B addedInternational audienceFor a $C^\infty$ map on a compact manifold we prove that for a...
56 pages, 2 figures. Proofs of the local perturbative tools to appear in a separate paper. Accepted ...
We study the measure-theoretic and topological entropies of diffeo- morphisms of surfaces. In the me...
We obtain a dichotomy for $C^1$-generic symplectomorphisms: either all the Lyapunov exponents of alm...
30 pagesLet $X$ be a compact complex manifold of dimension $k$ and $f:X \longrightarrow X$ be a domi...
Let T: [0, 1] → [0, 1] be a unimodal map with positive topological entropy. Then T has a unique meas...
We study invariant measures of families of monotone twist maps S fl (q; p) = (2q \Gamma p + fl \Del...
Let M be a compact manifold and f : M -> M be a C-1 diffeomorphism on M. If mu is an f-invariant ...
We prove a finite smooth version of the entropic continuity of Lyapunov exponents of Buzzi-Crovisier...
We show that $C^\infty$ surface diffeomorphisms with positive topological entropy have at most finit...
We consider diffeomorphisms of a compact Riemann Surface. A development of Oseledec's Multiplicative...
Abstract. We establish the existence of ergodic measures of maximal Hausdorff dimension for hyperbol...
Este trabalho trata das medidas de máxima entropia para certos difeomorfismos em nilvariedades. Cons...
Ergod. th. dynam. syst. (to appear)We study the dynamics of piecewise affine surface homeomorphisms ...
A major concept in differentiable dynamics is the Lyapunov exponents of a given map f. It combines t...
Appendix B addedInternational audienceFor a $C^\infty$ map on a compact manifold we prove that for a...
56 pages, 2 figures. Proofs of the local perturbative tools to appear in a separate paper. Accepted ...
We study the measure-theoretic and topological entropies of diffeo- morphisms of surfaces. In the me...
We obtain a dichotomy for $C^1$-generic symplectomorphisms: either all the Lyapunov exponents of alm...
30 pagesLet $X$ be a compact complex manifold of dimension $k$ and $f:X \longrightarrow X$ be a domi...
Let T: [0, 1] → [0, 1] be a unimodal map with positive topological entropy. Then T has a unique meas...
We study invariant measures of families of monotone twist maps S fl (q; p) = (2q \Gamma p + fl \Del...
Let M be a compact manifold and f : M -> M be a C-1 diffeomorphism on M. If mu is an f-invariant ...