AbstractA global lower estimate for the transition probability of the Brownian motion on a complete Riemannian manifold is given in the form of a comparison with the transition probability of the Brownian motion on a model. This estimate is applied to obtain the laws of the iterated logarithms in the large for Brownian motion on certain Riemannian manifolds
We study the radial part of sub-Riemannian Brownian motion in the context of totally geodesic foliat...
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractWe construct the surface measure on the space C([0,1],M) of paths in a compact Riemannian ma...
A global lower estimate for the transition probability of the Brownian motion on a complete Riemanni...
AbstractA global lower estimate for the transition probability of the Brownian motion on a complete ...
We present a study of the distance between a Brownian motion and a submanifold of a complete Riemann...
peer reviewedWe present a study of the distance between a Brownian motion and a submanifold of a com...
We study the radial part of sub-Riemannian Brownian motion in the context of totally geodesic foliat...
Brownian motion on manifolds with non-trivial diffusion coefficient can be constructed by stochastic...
peer reviewedWe study the radial part of sub-Riemannian Brownian motion in the context of totally ge...
In this report we study Markov processes on compact and connected Riemannian manifolds. We define a ...
International audienceWe consider in this work a one parameter family of hypoelliptic diffusion proc...
Analogous to the characterisation of Brownian motion on a Riemannian manifold as the development of ...
The purpose of this article is to compute the expected first exit times of Brownian motion from a va...
Starting from the hyperbolic Brownian motion as a time-changed Brownian motion, we explore a set of ...
We study the radial part of sub-Riemannian Brownian motion in the context of totally geodesic foliat...
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractWe construct the surface measure on the space C([0,1],M) of paths in a compact Riemannian ma...
A global lower estimate for the transition probability of the Brownian motion on a complete Riemanni...
AbstractA global lower estimate for the transition probability of the Brownian motion on a complete ...
We present a study of the distance between a Brownian motion and a submanifold of a complete Riemann...
peer reviewedWe present a study of the distance between a Brownian motion and a submanifold of a com...
We study the radial part of sub-Riemannian Brownian motion in the context of totally geodesic foliat...
Brownian motion on manifolds with non-trivial diffusion coefficient can be constructed by stochastic...
peer reviewedWe study the radial part of sub-Riemannian Brownian motion in the context of totally ge...
In this report we study Markov processes on compact and connected Riemannian manifolds. We define a ...
International audienceWe consider in this work a one parameter family of hypoelliptic diffusion proc...
Analogous to the characterisation of Brownian motion on a Riemannian manifold as the development of ...
The purpose of this article is to compute the expected first exit times of Brownian motion from a va...
Starting from the hyperbolic Brownian motion as a time-changed Brownian motion, we explore a set of ...
We study the radial part of sub-Riemannian Brownian motion in the context of totally geodesic foliat...
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractWe construct the surface measure on the space C([0,1],M) of paths in a compact Riemannian ma...