T. A. Milovanova, “<nobr>$\mathrm{BMAP}/\mathrm G/1/\infty$</nobr> system with last come first served probabilistic priority”, Avtomat. i Telemekh., 2009, Issue 5,Pages <nobr>155

This article is cited in 7 papers

Queuing Systems

$\mathrm{BMAP}/\mathrm G/1/\infty$ system with last come first served probabilistic priority

T. A. Milovanova

Peoples Friendship University, Moscow, Russia

Abstract: Consideration was given to the $\mathrm{BMAP}/\mathrm G/1/\infty$ single-server queuing system with batch Markov arrivals, arbitrary servicing, finite-capacity buffer, and last come first served probabilistic priority. Equations for determination of the stationary probabilities of states and stationary characteristics associated with the time of customer sojourn in the system were determined.

PACS: 02.50.-r

Presented by the member of Editorial Board: V. V. Rykov

Received: 15.07.2008