Lorden's inequality and coupling method for backward renewal process

Published 3 Jun 2017 in math.PR | (1706.00922v1)

Abstract: We give a scheme of using the coupling method to obtain strong bounds for the convergence rate of the distribution of the backward renewal process in the total variation distance. This scheme can be applied to a wide class of regenerative processes in queuing theory.

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Authors (1)

G. A. Zverkina

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