Entropie, paramètres thermodynamiques, information associée aux événements et aux expériences
Entropie, théorèmes limite et marches aléatoires
∈-entropy of sets of probability distribution functions and their Fourier-Stieltjes transforms
Equidistribution and Brownian Motion on the Sierpinski Gasket.
Équilibre statistique pour les produits de difféomorphismes aléatoires indépendants
Equivalence theorems for infinite products of independent random elements on metric semigroups
Equivalent-singular dichotomy for quasi-invariant ergodic measures
Ergodic and Mixing Random Walks on Locally Compact Groups.
Ergodic theorems for superadditive processes.
Ergodicity of a certain class of non Feller models : applications to and Markov switching models
We provide an extension of topological methods applied to a certain class of Non Feller Models which we call Quasi-Feller. We give conditions to ensure the existence of a stationary distribution. Finally, we strengthen the conditions to obtain a positive Harris recurrence, which in turn implies the existence of a strong law of large numbers.
Ergodicity of a certain class of Non Feller Models: Applications to ARCH and Markov switching models
We provide an extension of topological methods applied to a certain class of Non Feller Models which we call Quasi-Feller. We give conditions to ensure the existence of a stationary distribution. Finally, we strengthen the conditions to obtain a positive Harris recurrence, which in turn implies the existence of a strong law of large numbers.
Erneuerungsprozesse.
Erratum et addendum : «Les dérivations en théorie descriptive des ensembles et le théorème de la borne»
Espacements multivariés généralisés et recouvrements aléatoires
Espaces de Lebesgue
Espaces -lisses et -convexes. Inégalités de Burkholder
Espaces -lisses. Réarrangements
Espacios con producto interior probabilístico.
Probabilistic inner product spaces are studied with detail.
Essai de clarification des notions d'épreuve aléatoire et d'algèbre d'évènements
Estimates for simple random walks on fundamental groups of surfaces
Numerical estimates are given for the spectral radius of simple random walks on Cayley graphs. Emphasis is on the case of the fundamental group of a closed surface, for the usual system of generators.