Stability conditions for multisequence systems with cyclic service

Oliver C. Ibe · X. Cheng

41 citations0/0 files storedIEEE Transactions on Automatic Control

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Advanced Queuing Theory Analysis Petri Nets in System Modeling Age of Information Optimization

Abstract

The conditions under which several multiqueue systems with cyclic service (also referred to as polling systems) will be stable are investigated. The stability conditions established are more general than those established by other authors. In particular, both station stability and system stability are considered for polling systems for which an exact analysis has been obtained and for those for which an exact analysis has not yet been obtained.>

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1979Multiqueue Systems with Nonexhaustive Cyclic Service 1974Waiting Lines and Times in a System with Polling 1985Mean message waiting times in symmetric multi-queue systems with cyclic service

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1989Approximate analysis of asymmetric single-service token-passing systems 2009A STATE-DEPENDENT POLLING MODEL WITH k-LIMITED SERVICE 1998Performance analysis of polling systems with limited service 1992Mean waiting time approximations in cyclic-service systems with exhaustive limited service policy 2005A two-queue model with alternating limited service and state-dependent setups 2000A novel approach to queue stability analysis of polling models

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