For covering spaces and properly discontinuous actions with compatible diffusion processes, we discuss Lyons–Sullivan discretizations of the processes and the associated function theory
We show the existence of a trace process at infinity for random walks on hyperbolic groups of confor...
AbstractIn this article we extend a theorem previously proved by H. Föllmer for the Wiener process o...
We construct a recurrent diffusion process with values in the space of probability measures over an ...
For covering spaces and properly discontinuous actions with compatible diffusion operators, we discu...
AbstractDiffusion processes on an abstract Wiener space are constructed from fundamental solutions o...
We consider versions of Malliavin calculus on path spaces of compact manifolds with diffusion measur...
Lyons and Sullivan conjectured in Lyons and Sullivan (J. Differential Geom. 19(2), 299–323, 1984) th...
The aim of this work is twofold. The first main concern, the analytical one, is to study, using the ...
A unified treatment is given of some results of H. Donnelly, P. Li and L. Schwartz concerning the be...
In this report we study Markov processes on compact and connected Riemannian manifolds. We define a ...
AbstractWe consider generalized solutions of the equation Δu = 0 where Δ denotes the Laplace differe...
AbstractDerivative formulae for heat semigroups are used to give gradient estimates for harmonic fun...
AbstractThis article attempts to lay a proper foundation for studying asymptotic properties of nonho...
AbstractWe shall establish large deviations for the pinned motions of a periodic diffusion process o...
One technique for studying the approach to equilibrium of a continuous time Markov process is to con...
We show the existence of a trace process at infinity for random walks on hyperbolic groups of confor...
AbstractIn this article we extend a theorem previously proved by H. Föllmer for the Wiener process o...
We construct a recurrent diffusion process with values in the space of probability measures over an ...
For covering spaces and properly discontinuous actions with compatible diffusion operators, we discu...
AbstractDiffusion processes on an abstract Wiener space are constructed from fundamental solutions o...
We consider versions of Malliavin calculus on path spaces of compact manifolds with diffusion measur...
Lyons and Sullivan conjectured in Lyons and Sullivan (J. Differential Geom. 19(2), 299–323, 1984) th...
The aim of this work is twofold. The first main concern, the analytical one, is to study, using the ...
A unified treatment is given of some results of H. Donnelly, P. Li and L. Schwartz concerning the be...
In this report we study Markov processes on compact and connected Riemannian manifolds. We define a ...
AbstractWe consider generalized solutions of the equation Δu = 0 where Δ denotes the Laplace differe...
AbstractDerivative formulae for heat semigroups are used to give gradient estimates for harmonic fun...
AbstractThis article attempts to lay a proper foundation for studying asymptotic properties of nonho...
AbstractWe shall establish large deviations for the pinned motions of a periodic diffusion process o...
One technique for studying the approach to equilibrium of a continuous time Markov process is to con...
We show the existence of a trace process at infinity for random walks on hyperbolic groups of confor...
AbstractIn this article we extend a theorem previously proved by H. Föllmer for the Wiener process o...
We construct a recurrent diffusion process with values in the space of probability measures over an ...
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