I. S. Zaryadov, A. V. Pechinkin, “Stationary time characteristics of the <nobr>$GI/M/n/\infty$</nobr> system with some variants of the generalized renovation discipline”, Avtomat. i Telemekh., 2009, Issue 12,Pages <nobr>161

This article is cited in 13 papers

Non-classical Models of the Queuing Theory

Stationary time characteristics of the $GI/M/n/\infty$ system with some variants of the generalized renovation discipline

I. S. Zaryadov^a, A. V. Pechinkin^b

^a Peoples' Friendship University, Moscow, Russia
^b Institute of Informatics Problems, Russian Academy of Sciences, Moscow, Russia

Abstract: Consideration was given to the queuing system with recurrent arrivals, exponential distribution of the service time, infinite buffers, and the following variants of the discipline of generalized renovation and service: inversive order of renovation with direct order of customer service and direct and inversive orders of renovation with inversive order of customer service. For the serviced and lost customers, the stationary time characteristics of sojourn in the buffer were determined.

PACS: 02.50.-r

Presented by the member of Editorial Board: S. F. Yashkov

Received: 12.05.2009