Abstract
Using heat kernel Gaussian estimates and related properties, we study the intrinsic regularity of the sample paths of the Hunt process associated to a strictly local regular Dirichlet form. We describe how the results specialize to Riemannian Brownian motion and to sub-elliptic symmetric diffusions.
Citation
Alexander Bendikov. Laurent Saloff-Coste. "On the regularity of sample paths of sub-elliptic diffusions on manifolds." Osaka J. Math. 42 (3) 677 - 722, September 2005.
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