The Probability and Statistics section of the Annales de l'Institut Henri Poincaré is an international journal which publishes high quality research papers. The journal deals with all aspects of modern probability theory and mathematical statistics, as well as with their applications.
Volume 45, Number 3
Publication Date: August 2009
Frontmatter
Table of Contents
Editorial Board
Articles
Poisson convergence for the largest eigenvalues of heavy tailed random matrices
Antonio Auffinger, Gérard Ben Arous and Sandrine Péché; 589-610
Stochastic domination for iterated convolutions and catalytic majorization
Guillaume Aubrun and Ion Nechita; 611-625
Large deviations for Riesz potentials of additive processes
Richard Bass, Xia Chen and Jay Rosen; 626-666
Infinite divisibility of solutions to some self-similar integro-differential equations and exponential functionals of Lévy processes
Patie Pierre; 667-684
Quenched limits for transient, ballistic, sub-Gaussian one-dimensional random walk in random environment
Jonathon Peterson; 685-709
Pointwise ergodic theorems with rate and application to the CLT for Markov chains
Christophe Cuny and Michael Lin; 710-733
Convex entropy decay via the Bochner–Bakry–Emery approach
Pietro Caputo, Paolo Dai Pra and Gustavo Posta; 734-753
A recursion formula for the moments of the Gaussian orthogonal ensemble
M. Ledoux; 754-769
Large deviations for partition functions of directed polymers in an IID field
Iddo Ben-Ari; 770-792
Branching Brownian motion with an inhomogeneous breeding potential
J. W. Harris and S. C. Harris; 793-801
Upper bounds for minimal distances in the central limit theorem
Emmanuel Rio; 802-817
Planar Lorentz process in a random scenery
Françoise Pène; 818-839
Potential confinement property of the parabolic Anderson model
Gabriela Grüninger and Wolfgang König; 840-863
On unique extension of time changed reflecting Brownian motions
Zhen-Qing Chen and Masatoshi Fukushima; 864-875
Maximal Brownian motions
Jean Brossard, Michel Émery and Christophe Leuridan; 876-886
Annales de l'Institut Henri Poincaré, Probabilités et Statistiques
