Erratum : “Pathwise approximations of process based on the fine structure of their filtrations”
Erratum to “Eigenvalues of GUE minors" [Electron. J. Probab. 11, 1342–1371 (2006; Zbl 1127.60047)].
Erratum to : “Green kernel estimates and the full Martin boundary for random walks on lamplighter groups and Diestel–Leader graphs”
Erratum to “Number variance from a probabilistic perspective, infinite systems of independent Brownian motions and symmetric -stable processes".
Erratum to the paper "On the Kaczmarz algorithm of approximation in infinite-dimensional spaces" (Studia Math. 148 (2001), 75-86)
Error bounds on the non-normal approximation of Hermite power variations of fractional Brownian motion.
Espaces à noyau reproduisant et lois de probabilités des fonctions aléatoires
Espaces de Fock pour les processus de Wiener et de Poisson
Espaces probabilisés filtrés : de la théorie de Vershik au mouvement brownien, via des idées de Tsirelson
Espérances conditionnelles et C-martingales dans les variétés
Estimate of spectral gap for continuous gas
Estimates for interval probabilities of the sums of random variables with locally subexponential distributions.
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.
Estimates for the distribution of sums and maxima of sums of random variables without the Cramér condition.
Estimates for the distribution of the first exit time of α-stable processes
The Varopoulos-Hardy-Littlewood theory and the spectral analysis are used to estimate the tail of the distribution of the first exit time of α-stable processes.
Estimates in the invariance principle in terms of truncated power moments.
Estimates of random walk exit probabilities and application to loop-erased random walk.
Estimates of some probabilities in multidimensional convex records
Convex records in Euclidean space are considered. We provide both lower and upper bounds on the probability that in a sequence of random vectors ,..., there are exactly k records.
Estimates of the Hausdorff dimension of the boundary of positive brownian sheet components
Estimates of the potential kernel and Harnack's inequality for the anisotropic fractional Laplacian
We characterize those homogeneous translation invariant symmetric non-local operators with positive maximum principle whose harmonic functions satisfy Harnack's inequality. We also estimate the corresponding semigroup and the potential kernel.