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Please use this identifier to cite or link to this item: http://hdl.handle.net/2108/1235

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contributor.authorDe Nitto Personè, Vittoria-
contributor.authorCasale, Giuliano-
contributor.authorSmirni, Evgenia-
date.accessioned2010-03-26T08:09:38Z-
date.available2010-03-26T08:09:38Z-
date.issued2010-03-26T08:09:38Z-
identifier.urihttp://hdl.handle.net/2108/1235-
description.abstractIn this paper we estend the class of MAP queueing networks to include blocking models. We consider two different blocking mechanisms: Repetitive Service-Random Destination and Blocking After Service. We analyze the Markov process underlying the MAP queueing network and propose a methodology based on a partition of the state space into “marginal state spaces”. By using this partition, we prove a set of “partial” balance equations that relates blocking performance indexes. The proposed methodology can be a sound framework to define approximate solution methods for MAP queueing networks with blocking.en
format.extent4677146 bytes-
format.mimetypeapplication/pdf-
language.isoenen
relation.ispartofseriesResearch Reporten
relation.ispartofseriesRR-10.83en
titleAnalysis of Blocking Networks with Temporal Dependenceen
typeTechnical Reporten
Appears in Collections:Research reports

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