Tome 29 (1995)

Sommaire

On quantum extensions of the Azéma martingale semi-group
p. 1-16
An inequality for the predictable projection of an adapted process
p. 17-24
A martingale proof of the Khinchin iterated logarithm law for Wiener processes
p. 25-29
Intertwining of Markov semi-groups, some examples
p. 30-36
Some remarks on perturbed reflecting brownian motion
p. 37-43
Onsager-Machlup functionals for solutions of stochastic boundary-value problems
p. 44-55
Sur quelques filtrations et transformations browniennes
p. 56-69
Barycentres convexes et approximations des martingales continues dans les variétés
p. 70-85
Équations différentielles stochastiques multivoques
p. 86-107
On the predictable representation property for super-processes
p. 108-116
Chaoticity on a stochastic interval [0,T]
p. 117-124
On the rate of growth of subordinators with slowly varying Laplace exponent
p. 125-132
Une propriété de Markov pour les processus indexés par ℝ
p. 133-154
Non-linear Wiener-Hopf theory, 1 : an appetizer
p. 155-161
From an example of Lévy's
p. 162-165
A horizontal Lévy process on the bundle of orthonormal frames over a complete riemannian manifold
p. 166-180
Some Markov properties of stochastic differential equations with jumps
p. 181-193
Chaos multiplicatif : un traitement simple et complet de la fonction de partition
p. 194-201
On the hypercontractivity of Ornstein-Uhlenbeck semigroups with drift
p. 202-217
On the differentiability of functions of an operator
p. 218-219
The gap between the past supremum and the future infimum of a transient Bessel process
p. 220-230
The level sets of iterated brownian motion
p. 231-236
On the Spitzer and Chung laws of the iterated logarithm for brownian motion
p. 237-247
On the existence of disintegrations
p. 248-259
A counterexample for the Markov property of local time for diffusions on graphs
p. 260-265
Une version sans conditionnement du théorème d'isomorphisme de Dynkin
p. 266-289
Sur la représentation des ℱ t - = σ {B s - ,s⩽t} martingales
p. 290-296
C-semigroups on Banach spaces and functional inequalities
p. 297-326