Competing particle systems and the Ghirlanda-Guerra identities.
Competing particle systems evolving by I.I.D. Increments.
Competing species superprocesses with infinite variance.
Competing super-Brownian motions as limits of interacting particle systems.
Complément à l'exposé précédent
Compléments aux exposés sur les ensembles analytiques et les temps d'arrêt
Complete convergence for maximal sums of negatively associated random variables.
Complete -order moment convergence of moving average processes under -mixing assumptions
Let be a doubly infinite sequence of identically distributed -mixing random variables, and an absolutely summable sequence of real numbers. We prove the complete -order moment convergence for the partial sums of moving average processes based on the sequence of -mixing random variables under some suitable conditions. These results generalize and complement earlier results.
Completely asymmetric Lévy processes confined in a finite interval
Complex determinantal processes and noise.
Componentwise concave copulas and their asymmetry
The class of componentwise concave copulas is considered, with particular emphasis on its closure under some constructions of copulas (e.g., ordinal sum) and its relations with other classes of copulas characterized by some notions of concavity and/or convexity. Then, a sharp upper bound is given for the -measure of non-exchangeability for copulas belonging to this class.
Comportement asymptotique des fonctions harmoniques sur les arbres
Comportement asymptotique du nombre de tours effectués par la trajectoire brownienne plane
Comportement asymptotique du noyau potentiel sur les groupes de Lie
Comportement asymptotique du temps d'occupation du processus des sommes partielles
Comportement asymptotique d’une classe de chaînes de Markov sur
Compound Poisson approximation for extremes of moving minima in arrays of independent random variables
We present conditions sufficient for the weak convergence to a compound Poisson distribution of the distributions of the kth order statistics for extremes of moving minima in arrays of independent random variables.
Computation of moments for the length of the one dimensional ISE support.
Computing the expectation of the Azéma-Yor stopping times
Concentration inequalities for semi-bounded martingales
In this paper, we apply the technique of decoupling to obtain some exponential inequalities for semi-bounded martingale, which extend the results of de la Peña, Ann. probab. 27 (1999) 537–564.