Strong random times control L2 convergence for reversible, nonnegative-spectrum Markov chains, yielding explicit drift and minorization bounds that improve on Rosenthal and Baxendale on a standard example.
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Quantitative convergence rates for reversible Markov chains via strong random times
Strong random times control L2 convergence for reversible, nonnegative-spectrum Markov chains, yielding explicit drift and minorization bounds that improve on Rosenthal and Baxendale on a standard example.