Caractérisation d’une classe d’ensembles convexes de ou
Caractérisation d'une solution optimale au problème de Monge-Kantorovitch
Complete convergence for weighted sums of arrays of random elements.
Complete convergence in mean for double arrays of random variables with values in Banach spaces
The rate of moment convergence of sample sums was investigated by Chow (1988) (in case of real-valued random variables). In 2006, Rosalsky et al. introduced and investigated this concept for case random variable with Banach-valued (called complete convergence in mean of order ). In this paper, we give some new results of complete convergence in mean of order and its applications to strong laws of large numbers for double arrays of random variables taking values in Banach spaces.
Complete convergence of weighted sums in Banach spaces and the bootstrap mean.
Completely stable measures on Hilbert spaces
Composition of independent stochastic variables
Concentration inequalities for s-concave measures of dilations of Borel sets and applications.
Conditions d'entropie assurant la continuité de certains processus et applications à l'analyse harmonique
Convergence des martingales pluri-sous-harmoniques vectorielles à deux indices
Convergent rearrangements of series of vector-valued functions.
Correction to the paper: "A theorem on joint probability distributions in stochastic locally convex linear topological spaces''
Corrigenda to “Operator semi-stable probability measures on ”
Corrigendum to the paper "Semigroup actions on tori and stationary measures on projective spaces" (Studia Math. 171 (2005), 33-66)
Cylindrical measures on tensor products of Banach spaces and random linear operators.
Cylindrical Measures on Vector Lattices and Random Measures.