The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures

Mathematics of Operations Research

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Main Authors:	Jin, H., Ou, J., Kumar, P.R.
Other Authors:	DECISION SCIENCES
Format:	Article
Published:	2014
Subjects:	Asymptotic loss Asymptotic optimality Closed networks Efficiency Optimal scheduling Performance evaluation Queueing networks Throughput
Online Access:	http://scholarbank.nus.edu.sg/handle/10635/113905
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Institution:	National University of Singapore

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spelling	sg-nus-scholar.10635-1139052015-02-13T23:19:46Z The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures Jin, H. Ou, J. Kumar, P.R. DECISION SCIENCES Asymptotic loss Asymptotic optimality Closed networks Efficiency Optimal scheduling Performance evaluation Queueing networks Throughput Mathematics of Operations Research 22 4 886-920 MORED 2014-12-01T08:22:33Z 2014-12-01T08:22:33Z 1997-11 Article Jin, H.,Ou, J.,Kumar, P.R. (1997-11). The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures. Mathematics of Operations Research 22 (4) : 886-920. ScholarBank@NUS Repository. 0364765X http://scholarbank.nus.edu.sg/handle/10635/113905 NOT_IN_WOS Scopus
institution	National University of Singapore
building	NUS Library
country	Singapore
collection	ScholarBank@NUS
topic	Asymptotic loss Asymptotic optimality Closed networks Efficiency Optimal scheduling Performance evaluation Queueing networks Throughput
spellingShingle	Asymptotic loss Asymptotic optimality Closed networks Efficiency Optimal scheduling Performance evaluation Queueing networks Throughput Jin, H. Ou, J. Kumar, P.R. The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
description	Mathematics of Operations Research
author2	DECISION SCIENCES
author_facet	DECISION SCIENCES Jin, H. Ou, J. Kumar, P.R.
format	Article
author	Jin, H. Ou, J. Kumar, P.R.
author_sort	Jin, H.
title	The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
title_short	The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
title_full	The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
title_fullStr	The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
title_full_unstemmed	The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures
title_sort	throughput of irreducible closed markovian queueing networks: functional bounds, asymptotic loss, efficiency, and the harrison-wein conjectures
publishDate	2014
url	http://scholarbank.nus.edu.sg/handle/10635/113905
_version_	1681094741561704448

The throughput of irreducible closed Markovian queueing networks: Functional bounds, asymptotic loss, efficiency, and the Harrison-Wein conjectures

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