Cut-off exists or fails for chi-squared distances on Galerkin projections of Fokker-Planck equations with monomial potentials, giving explicit mixing-time asymptotics and limiting profiles.
& Miclo, L.: On the separation cut-off phenomenon for Brownian motions on high dimensional spheres.Bernoulli30, no
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$\chi^2$-cut-off phenomenon for Galerkin projections of Fokker-Planck equations with monomial potentials
Cut-off exists or fails for chi-squared distances on Galerkin projections of Fokker-Planck equations with monomial potentials, giving explicit mixing-time asymptotics and limiting profiles.