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Showing 2004 · math.PRShow all
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math.PR2004★ 37 cited
Markov chain comparison
Martin Dyer, Leslie Ann Goldberg, Mark Jerrum +1
This is an expository paper, focussing on the following scenario. We have two Markov chains, and . By some means, we have obtained a bound on the mixi…
math.PR2004
A stochastic flow arising in the study of local times
Jon Warren
A stochastic flow of homeomorphisms of the real line previously studied by Bass and Burdzy is shown to arise in describing a Brownian motion conditional on knowing its local times…
math.PR2004
Measure convolution semigroups and non-infinitely divisible probability distributions
Aubrey Wulfsohn
Let be a probability measure (or corresponding random variable) such that all moments exist. Knowledge of the moments is not sufficient to determine infinite divisibility…