50 years sets with positive reach -- a survey.
A characterization and moving average representation for stable harmonizable processes.
A Cramér type theorem for weighted random variables.
A dynamical characterization of Poisson-Dirichlet distributions.
A population model for -coalescents with neutral mutations.
A representation of infinitely divisible signed random measures.
A reversibility problem for Fleming-Viot processes.
A superprocess involving both branching and coalescing
A super-stable motion with infinite mean branching
Almost sure finiteness for the total occupation time of an -superprocess.
An application of the voter model–super-brownian motion invariance principle
An invariance principle in for non stationary -mixing sequences
Invariance principle in is studied using signed random measures. This approach to the problem uses an explicit isometry between and a reproducing kernel Hilbert space giving a very convenient setting for the study of compactness and convergence of the sequence of Donsker functions. As an application, we prove a version of the invariance principle in the case of -mixing random variables. Our result is not available in the -setting.
Another look at the moment method for large dimensional random matrices.
Branching processes, random trees and superprocesses.
Central limit theorem for random measures generated by stationary processes of compact sets
Random measures derived from a stationary process of compact subsets of the Euclidean space are introduced and the corresponding central limit theorem is formulated. The result does not require the Poisson assumption on the process. Approximate confidence intervals for the intensity of the corresponding random measure are constructed in the case of fibre processes.
Classes de Donsker et fonction d'entropie relatives aux mesures aléatoires
Coalescing Markov labelled partitions and a continuous sites genetics model with infinitely many types
Collision local times, historical stochastic calculus, and competing superprocesses.
Comments on a single server queue.
Competing species superprocesses with infinite variance.