AbstractAs it appears in recent articles by Helffer or Sjöstrand and Naddaf–Spencer, the analysis, in the context of the statistical mechanics, of measures of the type exp−Φ(x)dxis connected with the analysis of suitable Witten Laplacians on 1-forms. For illustrating this point of view, we present here remarks about the Brascamp–Lieb inequalities and its extensions and prove the decay of the correlation in some cases whenΦis weakly non convex
Some recent results on one-dimensional spin-glass models with polynomially decreasing interactions a...
AbstractWe prove uniform decay estimates at infinity for solutions 0⩽u∈Lp of the semilinear elliptic...
It is well known that very few models of interacting systems particularly those in dimension higher ...
AbstractAs it appears in recent articles by Helffer or Sjöstrand and Naddaf–Spencer, the analysis, i...
This important book explains how the technique of Witten Laplacians may be useful in statistical mec...
AbstractThe present paper generalizes the analysis in (Ann. H. Poincaré 1 (2000) 59, Math. J. (AMS) ...
We prove uniform decay estimates at infinity for solutions 0 64 u 08 Lp of the semilinear elliptic...
Laplace-type results characterize the limit of sequence of measures (πε)ε>0 with density w.r.t the L...
We consider multimodal C^3 interval maps f satisfying a summability condition on the derivatives D_n...
We describe a method for proving subexponential lower bounds for correlations functions, and apply i...
Hölder continuous observations on hyperbolic basic sets satisfy strong statistical properties such a...
International audienceWe give conditions under which nonuniformly expanding maps exhibit a lower bou...
The thesis consists of two parts, a theoretical part and an applied part, and in addition an Appendi...
We study a class of Borel probability measures, called correlation measures. Our results are of two ...
We consider the general question of estimating decay of correlations for non-uniformly expanding map...
Some recent results on one-dimensional spin-glass models with polynomially decreasing interactions a...
AbstractWe prove uniform decay estimates at infinity for solutions 0⩽u∈Lp of the semilinear elliptic...
It is well known that very few models of interacting systems particularly those in dimension higher ...
AbstractAs it appears in recent articles by Helffer or Sjöstrand and Naddaf–Spencer, the analysis, i...
This important book explains how the technique of Witten Laplacians may be useful in statistical mec...
AbstractThe present paper generalizes the analysis in (Ann. H. Poincaré 1 (2000) 59, Math. J. (AMS) ...
We prove uniform decay estimates at infinity for solutions 0 64 u 08 Lp of the semilinear elliptic...
Laplace-type results characterize the limit of sequence of measures (πε)ε>0 with density w.r.t the L...
We consider multimodal C^3 interval maps f satisfying a summability condition on the derivatives D_n...
We describe a method for proving subexponential lower bounds for correlations functions, and apply i...
Hölder continuous observations on hyperbolic basic sets satisfy strong statistical properties such a...
International audienceWe give conditions under which nonuniformly expanding maps exhibit a lower bou...
The thesis consists of two parts, a theoretical part and an applied part, and in addition an Appendi...
We study a class of Borel probability measures, called correlation measures. Our results are of two ...
We consider the general question of estimating decay of correlations for non-uniformly expanding map...
Some recent results on one-dimensional spin-glass models with polynomially decreasing interactions a...
AbstractWe prove uniform decay estimates at infinity for solutions 0⩽u∈Lp of the semilinear elliptic...
It is well known that very few models of interacting systems particularly those in dimension higher ...