Remarks on Invariant Measures for Number Theoretic Transformations.
Remarks on operator-stable measures
Remarks on stable measures on Banach spaces
Remarks on the hypotheses of duality
Remarques sur les classes de Vapnik-Cervonenkis
Remarques sur les marches aléatoires dans un demi-groupe avec un idéal compact ayant une probabilité positive
Renaissance, recollements, mélanges, ralentissement de processus de Markov
Le résultat essentiel du travail est la définition du processus ralenti d’un processus de Ray en ses points de branchement, par un procédé qui transforme ceux-ci en points stables.
Renormalisation et convergence en loi pour certaines intégrales multiples associées au mouvement brownien dans
Répartition d'état d'un opérateur de Schrödinger aléatoire Distribution empirique des valeurs propres d'une matrice de Jacobi
Repeat distributions from unequal crossovers
It is a well-known fact that genetic sequences may contain sections with repeated units, called repeats, that differ in length over a population, with a length distribution of geometric type. A simple class of recombination models with single crossovers is analysed that result in equilibrium distributions of this type. Due to the nonlinear and infinite-dimensional nature of these models, their analysis requires some nontrivial tools from measure theory and functional analysis, which makes them interesting...
Représentation de quasi-ordres et de relations probabilistes transitives sous forme standard et méthodes d'approximation
Représentation des endomorphismes de l'espace de Wiener qui préservent les martingales
Representation of Itô integrals by Lebesgue/Bochner integrals
In [Yong 2004], it was proved that as long as the integrand has certain properties, the corresponding Itô integral can be written as a (parameterized) Lebesgue integral (or a Bochner integral). In this paper, we show that such a question can be answered in a more positive and refined way. To do this, we need to characterize the dual of the Banach space of some vector-valued stochastic processes having different integrability with respect to the time variable and the probability measure. The later...
Representation of random linear functionals on certain spaces
Representations of flows and generalized Rudolph's theorem [Abstract of thesis]
Retractions and Open Mappings between Convex Sets.
Sample behavior and laws of large numbers for Gaussian random elements.
Second order stochastic processes and the dilation theory in Banach spaces
Self-decomposable probability measures on Banach spaces
Self-similarity and fractional Brownian motion on Lie groups.