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20062023
most citedTwo-sided estimates of heat kernels on metric measure spaces

91 citations · 125 across the 15 of their papers we have counts for

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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.

math.PR2012

Resolvent metrics and heat kernel estimates

Andras Telcs

Resolvent metrics are generalization of the resistance metric and provide unified treatment of heat kernel estimates of sub-Gaussian type under minimal conditions.