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Two-sided bounds on the rate of convergence for continuous-time finite inhomogeneous Markov chains (1411.2807v1)
Published 11 Nov 2014 in math.PR
Abstract: We suggest an approach to obtaining general two-sided bounds on the rate of convergence in terms of special "weighted" norms related to total variation. Some important classes of continuous-time Markov chains are considered: birth-death-catastrophes processes, queueing models with batch arrivals and group services, chains with absorption in zero.
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