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math.PR2012
Heat kernel estimates for an operator with a singular drift and isoperimetric inequalities
Alexander Grigor'yan, Shunxiang Ouyang, Michael Röckner
We prove upper and lower bounds of the heat kernel for the operator in $\mathbb{R}^{n}\setminus\{0} $ where . We obtain these bounds…
math.PR2012★ 91 cited
Two-sided estimates of heat kernels on metric measure spaces
Alexander Grigor'yan, Andras Telcs
We prove equivalent conditions for two-sided sub-Gaussian estimates of heat kernels on metric measure spaces.