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Stability analysis for multi-class multi-queue single server system under polling table

Identifieur interne : 008D56 ( Main/Merge ); précédent : 008D55; suivant : 008D57

Stability analysis for multi-class multi-queue single server system under polling table

Auteurs : Zhi Wang [République populaire de Chine] ; Ye-Qiong Song [France] ; Hai-Bin Yu [République populaire de Chine] ; Youxian Sun [République populaire de Chine]

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RBID : Pascal:04-0219361

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English descriptors

Abstract

In this paper, we first propose and research a multi-class multi-queue system single server under polling table, which is more proper to modeling token-based communication systems. Then we deduce its common stability condition through analyzing the procedure of message service and message queue in this system. Further, we obtain stability conditions with concrete services, such as limited and gated service, from the common stability condition. Besides, both queue stability and system stability are considered for some systems whose exact analyses have not been obtained yet. The analysis indicates that system stability and queue stability depend on the service styles.

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Pascal:04-0219361

Le document en format XML

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