This article is cited in 2 papers

Short Communications

A generalization of the Palm–Khinchin theorem

V. A. Kokotushkin

Moscow

Abstract: Let $L$ be the lost traffic of a service system of a large class. It is shown that, for a full-available group of trunks with $L$ as input, the steady-state loss probability is greater than the loss probability for the same group with Poisson input if the intensity of the Poisson input equals to that of $L$ .

Received: 01.10.1973

 English version: Theory of Probability and its Applications, 1975, 19:3, 594–597

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