Théorème central-limite pour le groupe des déplacements de
Théorème de convergence vers des lois stables pour une classe de chaînes de Markov
Théorèmes de Nikishin : théorèmes de factorisation pour les applications linéaires à valeurs dans un espace (suite et fin)
Théorèmes de Nikishin : théorèmes de factorisation pour les applications linéaires à valeurs dans un espace
Théorie spectrale d'un opérateur de transition sur un espace métrique compact
Thin and heavy tails in stochastic programming
Optimization problems depending on a probability measure correspond to many applications. These problems can be static (single-stage), dynamic with finite (multi-stage) or infinite horizon, single- or multi-objective. It is necessary to have complete knowledge of the “underlying” probability measure if we are to solve the above-mentioned problems with precision. However this assumption is very rarely fulfilled (in applications) and consequently, problems have to be solved mostly on the basis of...
Topics in Weak Convergence of Probability Measures
Topological algebras of random elements
Let L₀(Ω;A) be the Fréchet space of Bochner-measurable random variables with values in a unital complex Banach algebra A. We study L₀(Ω;A) as a topological algebra, investigating the notion of spectrum in L₀(Ω;A), the Jacobson radical, ideals, hulls and kernels. Several results on automatic continuity of homomorphisms are developed, including versions of well-known theorems of C. Rickart and B. E. Johnson.
Topological spaces with the strong Skorokhod property.
Topologies on Spaces of Vector-Valued Continuous Functions. II.
Transformation of gaussian measures
Trivial bundles of spaces of probability measures and countable-dimensionality
The probability measure functor P carries open continuous mappings of compact metric spaces into Q-bundles provided Y is countable-dimensional and all fibers are infinite. This answers a question raised by V. Fedorchuk.
Two dimensional probabilities with a given conditional structure
A properly measurable set (where are Polish spaces and is the space of Borel probability measures on ) is considered. Given a probability distribution the paper treats the problem of the existence of -valued random vector for which and -almost surely that possesses moreover some other properties such as “ has the maximal possible support” or “’s are extremal...
Two Principles for Extending Probability Measures.
«Type» des espaces normés
Types de répartition complète des suites
Über den Typenkonvergenzsatz auf zusammenhängenden Lie Gruppen.
Über Faltungshalbgruppen von Wahrscheinlichkeitsmaßen II. Einige Klassen topologischer Gruppen.
Un processus de branchement fellerien discernable
Un théorème de la limite centrale dans