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On convergence rate for an infinite-channel queuing system with Poisson input flow

Published 19 Nov 2017 in math.PR | (1711.07075v1)

Abstract: Obtaining estimates of the convergence rate of the regenerating process $Q(t)$ whose value at time $t$ is equal to the number of claims in the system $ M \backslash G \backslash \infty $ at this moment, to the limit (stationary) regime.

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Authors (1)

  1. Eleonora Golovastova 

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