Derives quantitative convergence rates for heat kernels and semigroups on resistance metric spaces under Gromov-Hausdorff-vague convergence, with applications to Sierpinski gasket random walks and the Bouchaud trap model.
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Convergence rate estimates for semigroups and heat kernels associated with resistance forms
Derives quantitative convergence rates for heat kernels and semigroups on resistance metric spaces under Gromov-Hausdorff-vague convergence, with applications to Sierpinski gasket random walks and the Bouchaud trap model.