Add to ORKGSome new conditions which ensure the existence of diusion processes with values in R properly associated to NonSymmetric Dirichlet Forms are given. The results are extended to the case of diusions taking values in Wiener Spaces
AbstractIn this paper, we consider a singular diffusion problem and show, by constructing a countere...
Abstract. We give a Dirichlet form approach for the construction and analysis of ellip-tic diffusion...
Abstract. Harmonic maps between two Riemannian manifolds M and N are often constructed as energy min...
Some new conditions which ensure the existence of diffusion processes with values in $\R ^{d}$ pro...
We discuss a non-symmetric diffusion process on the Wiener space. The process we consider is generat...
International audienceA diffusion process with smooth and nondegenerate elliptic infinitesimal gener...
The concept of complex Dirichlet forms epsilon_c resp.operators L_c in complex weighted L^2-spaces i...
AbstractLet x denote a diffusion process defined on a closed compact manifold. In an earlier article...
The results which concern to existence of diffusive processes with the given local characteristics (...
Abstract. Let x denote a diffusion process defined on a closed compact manifold. In an earlier artic...
We consider the Sobolev space over Rd of square integrable functions whose gradient is also square i...
We consider a certain class of non-symmetric Markov chains and obtain heat kernel bounds and parabol...
ABSTRACT. – Convergence of Dirichlet forms of diffusion processes is investigated without assuming t...
In this paper, we extend the equivalence of the analytic and probabilistic notions of harmonicity in...
In this paper, we study the distorted Ornstein-Uhlenbeck processes associated with given densities o...
AbstractIn this paper, we consider a singular diffusion problem and show, by constructing a countere...
Abstract. We give a Dirichlet form approach for the construction and analysis of ellip-tic diffusion...
Abstract. Harmonic maps between two Riemannian manifolds M and N are often constructed as energy min...
Some new conditions which ensure the existence of diffusion processes with values in $\R ^{d}$ pro...
We discuss a non-symmetric diffusion process on the Wiener space. The process we consider is generat...
International audienceA diffusion process with smooth and nondegenerate elliptic infinitesimal gener...
The concept of complex Dirichlet forms epsilon_c resp.operators L_c in complex weighted L^2-spaces i...
AbstractLet x denote a diffusion process defined on a closed compact manifold. In an earlier article...
The results which concern to existence of diffusive processes with the given local characteristics (...
Abstract. Let x denote a diffusion process defined on a closed compact manifold. In an earlier artic...
We consider the Sobolev space over Rd of square integrable functions whose gradient is also square i...
We consider a certain class of non-symmetric Markov chains and obtain heat kernel bounds and parabol...
ABSTRACT. – Convergence of Dirichlet forms of diffusion processes is investigated without assuming t...
In this paper, we extend the equivalence of the analytic and probabilistic notions of harmonicity in...
In this paper, we study the distorted Ornstein-Uhlenbeck processes associated with given densities o...
AbstractIn this paper, we consider a singular diffusion problem and show, by constructing a countere...
Abstract. We give a Dirichlet form approach for the construction and analysis of ellip-tic diffusion...
Abstract. Harmonic maps between two Riemannian manifolds M and N are often constructed as energy min...