Generalized harmonic oscillators in quantum probability
Generalized random processes on the Zemanian space .
Generalized Random Processes on the Zemanian Space a
Grandes déviations spatiales pour un système gradient stochastique infini-dimensionnel
Homogeneous chaos revisited
Inégalités de Sobolev faibles : un critère
Introducing randomness into first-order and second-order deterministic differential equations.
Large deviation principle for enhanced gaussian processes
Les systèmes-produits et l'espace de Fock, d'après W. Arveson
Level crossings and turning points of random hyperbolic polynomials.
Local maxima of a random algebraic polynomial.
Markov chains as Evans-Hudson diffusions in Fock space
Method of Ritz for random eigenvalue problems
Méthodes de noyaux et de symboles en calcul stochastique non commutatif
Nonlinear Random Equations with Monotone Operators in Banach Spaces.
Note sur les processus d'Ornstein-Uhlenbeck
On a Generalization of the Cauchy Equation.
On a multivariate version of Bernstein's inequality.
On convex stochastic processes.
On differential equations and inclusions with mean derivatives on a compact manifold
We introduce and investigate a new sort of stochastic differential inclusions on manifolds, given in terms of mean derivatives of a stochastic process, introduced by Nelson for the needs of the so called stochastic mechanics. This class of stochastic inclusions is ideologically the closest one to ordinary differential inclusions. For inclusions with forward mean derivatives on manifolds we prove some results on the existence of solutions.