Approximations for delays using asymptotic estimates

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ID: 271414
1984
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Abstract
Consider a general single-server queue where the customers arrive according to a Poisson process whose rate is modulated according to an independent Markov process. The authors have previously reported on limits for the average delay in light and heavy traffic. In this paper we review these results, extend them to multiserver queues, and describe some approximations obtained from them for general delays.
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buzacott1984advancesapproximations Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors David Y. Burman,Nald R. Smith,Ralph L. Disney,Jagadeesh Chandramohan,William A. Massey,Marcel F. Neuts,E. Arjas,P. Haara,R. L. Tweedie,J. S. Baras,A. J. Dorsey,A. M. Makowski,Jos H. A. De Smit,Kyung Y. Jo,Arnold Greenland,P. K. Reeser,David D. W. Yao,J. A. Buzacott;David Y. Burman;Nald R. Smith;Ralph L. Disney;Jagadeesh Chandramohan;William A. Massey;Marcel F. Neuts;E. Arjas;P. Haara;R. L. Tweedie;J. S. Baras;A. J. Dorsey;A. M. Makowski;Jos H. A. De Smit;Kyung Y. Jo;Arnold Greenland;P. K. Reeser;David D. W. Yao;J. A. Buzacott;
Journal advances in applied probability
Year 1984
DOI
10.2307/1427217
URL
https://sciprofiles.com/publication/view/d07f17cac49ebf74899b87502e17e8f3
Keywords
recent developments in queueing

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