Distance de Fortet-Mourier et fonctions log-concaves
Distance estimates for dependent thinnings of point processes with densities.
Distance estimates for Poisson process approximations of dependent thinnings.
Distortion mismatch in the quantization of probability measures
We elucidate the asymptotics of the Ls-quantization error induced by a sequence of Lr-optimal n-quantizers of a probability distribution P on when s > r. In particular we show that under natural assumptions, the optimal rate is preserved as long as s < r+d (and for every s in the case of a compactly supported distribution). We derive some applications of these results to the error bounds for quantization based cubature formulae in numerical integration on and on the Wiener space.
Distributions gaussiennes et temps locaux d'intersection
Distributions, noyaux, symboles, d'après Kree
Distributions of functionals of diffusions with jumps.
Distributions of sojourn time, maximum and minimum for pseudo-processes governed by higher-order heat-type equations.
Distributions sur l'espace de Wiener (suite), d'après Kubo et Yokoi
Distribution-Valued Processes Arising from Independent Brownian Motions.
Distributive laws. Applications to stochastic automata. (Lois distributives. Applications aux automates stochastiques.)
Divergences of Gauss-Markov random fields with application to statistical inference
Domains of attraction in Banach spaces
Domination by Borel stopping times and some separation properties
Doob's decomposition and Burkholder's inequalities
Doubly stochastic compound Poisson processes in extreme value theory.
Drift, draft and structure: some mathematical models of evolution
Understanding the evolution of individuals which live in a structured and fluctuating environment is of central importance in mathematical population genetics. Here we outline some of the mathematical challenges arising from modelling structured populations, primarily focussing on the interplay between forwards in time models for the evolution of the population and backwards in time models for the genealogical trees relating individuals in a sample from that population. In addition to classical...
Duality of Schramm-Loewner evolutions
In this note, we prove a version of the conjectured duality for Schramm-Loewner Evolutions, by establishing exact identities in distribution between some boundary arcs of chordal , , and appropriate versions of , .
Duality theory for self-similar processes
Durées de séjour et temps d'entrée associés à un processus de Markov homogène