Add to ORKGAbstract. The continuity equation in d-dimensional space with ran-dom velocity eld dened by means of a vector-valued Gaussian process is studied. The expectation of corresponding evolution family of operators is explicitly derived, generalizing in a sense the evolution family correspond-ing to the conventional diusion equation. 1
Basic results on stochastic differential equations in Hilbert and Banach space, linear stochastic ev...
The study of the analytical properties of random processes and their functionals, without a doubt, w...
AbstractIt is shown that every full eA decomposable probability measure on Rk, where A is a linear o...
The continuity equation in d-dimensional space with random velocity field defined by means of a vect...
The continuity equation in d-dimensional space with random velocity field defined by means of a vect...
AbstractThe continuity equation with the random velocity field in thed-dimensional space is studied ...
A class of space-time stochastic processes that arise as solutions of stochastic evolution equations...
In this paper, we consider a stochastic system described by a differential equation admitting a spat...
AbstractWe consider a stochastic differential equation with anticipating initial value and drift, an...
Abstract We consider the processes defined by a Langevin equation and the associated continuity eq...
AbstractIn this paper we consider a random evolution equation which is perturbed by Gaussian type no...
Local conservation of probability, expressed as the continuity equation, is a central feature of non...
AbstractBasic results on stochastic differential equations in Hilbert and Banach space, linear stoch...
International audienceThe usual way that mathematicians work with randomness is by a rigorous for-mu...
International audienceThe usual way that mathematicians work with randomness is by a rigorous for-mu...
Basic results on stochastic differential equations in Hilbert and Banach space, linear stochastic ev...
The study of the analytical properties of random processes and their functionals, without a doubt, w...
AbstractIt is shown that every full eA decomposable probability measure on Rk, where A is a linear o...
The continuity equation in d-dimensional space with random velocity field defined by means of a vect...
The continuity equation in d-dimensional space with random velocity field defined by means of a vect...
AbstractThe continuity equation with the random velocity field in thed-dimensional space is studied ...
A class of space-time stochastic processes that arise as solutions of stochastic evolution equations...
In this paper, we consider a stochastic system described by a differential equation admitting a spat...
AbstractWe consider a stochastic differential equation with anticipating initial value and drift, an...
Abstract We consider the processes defined by a Langevin equation and the associated continuity eq...
AbstractIn this paper we consider a random evolution equation which is perturbed by Gaussian type no...
Local conservation of probability, expressed as the continuity equation, is a central feature of non...
AbstractBasic results on stochastic differential equations in Hilbert and Banach space, linear stoch...
International audienceThe usual way that mathematicians work with randomness is by a rigorous for-mu...
International audienceThe usual way that mathematicians work with randomness is by a rigorous for-mu...
Basic results on stochastic differential equations in Hilbert and Banach space, linear stochastic ev...
The study of the analytical properties of random processes and their functionals, without a doubt, w...
AbstractIt is shown that every full eA decomposable probability measure on Rk, where A is a linear o...