International audienceFor long range exclusion processes we show, under the hypothesis of irreducibility and translation invariance of the underlying transition matrix, that all invariant and translation invariant measures are mixture of Bernoulli product measures with constant density
The theory of transportation of measure for general convex cost functions is used to obtain a novel ...
Abstract. We study the totally asymmetric exclusion process on the positive integers with a single p...
We study invariant measures for homogeneous jump-type Fleming-Viot processes. For neutral processes ...
Published at http://dx.doi.org/10.1214/009117905000000486 in the Annals of Probability (http://www.i...
74 pagesWe consider the simple exclusion process on Z × {0, 1}, that is, an "horizontal ladder" comp...
The N-exclusion process is an interacting particle system that generalizes the simple exclusion proc...
Abstract. We investigate the set of invariant probability distributions for measure-valued diffusion...
We consider the symmetric exclusion process on the d-dimensional lattice with initial data invariant...
International audienceNon-Gaussian concentration estimates are obtained for invariant probability me...
The structure of the set of all the invariant probabilities and the structure of various types of in...
Bogachev VI, Krylov NV, Röckner M. Regularity and global bounds of densities of invariant measures o...
Random probability vectors are of great interest especially in view of their application to statisti...
40 pages, submitted to the special issue of the Annales H. Poincare in memory of Krzysztof GawedzkiW...
40 pages, submitted to the special issue of the Annales H. Poincare in memory of Krzysztof GawedzkiW...
The theory of transportation of measure for general convex cost functions is used to obtain a novel ...
Abstract. We study the totally asymmetric exclusion process on the positive integers with a single p...
We study invariant measures for homogeneous jump-type Fleming-Viot processes. For neutral processes ...
Published at http://dx.doi.org/10.1214/009117905000000486 in the Annals of Probability (http://www.i...
74 pagesWe consider the simple exclusion process on Z × {0, 1}, that is, an "horizontal ladder" comp...
The N-exclusion process is an interacting particle system that generalizes the simple exclusion proc...
Abstract. We investigate the set of invariant probability distributions for measure-valued diffusion...
We consider the symmetric exclusion process on the d-dimensional lattice with initial data invariant...
International audienceNon-Gaussian concentration estimates are obtained for invariant probability me...
The structure of the set of all the invariant probabilities and the structure of various types of in...
Bogachev VI, Krylov NV, Röckner M. Regularity and global bounds of densities of invariant measures o...
Random probability vectors are of great interest especially in view of their application to statisti...
40 pages, submitted to the special issue of the Annales H. Poincare in memory of Krzysztof GawedzkiW...
40 pages, submitted to the special issue of the Annales H. Poincare in memory of Krzysztof GawedzkiW...
The theory of transportation of measure for general convex cost functions is used to obtain a novel ...
Abstract. We study the totally asymmetric exclusion process on the positive integers with a single p...
We study invariant measures for homogeneous jump-type Fleming-Viot processes. For neutral processes ...
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