Performance analysis 
of multiclass queueingnetwork model with positive Poisson batch sizes following
    discrete review policy .

Faculty	Science	Year:	2009
Type of Publication:	ZU Hosted	Pages:	5-13
Authors:	Nagla Ameen Mohamed Hssan Staff Zu Site Abstract In Staff Site
Journal:	Model Assisted Statistics and Applications Amsterdam	Volume:	2009

Keywords :	Performance analysis of multiclass queueingnetwork model
Abstract:	This paper is analyses one of the closed multiple classes queueing networks model by using the discrete review policies. The size of the batches are selected in the network according to discrete positive Poisson distribution and are served

Author Related Publications

Nagla Ameen Mohamed Hssan, "Analysis of Multi-Level Queueing Systems withServers Breakdown by Using SimulationTechnique.", Poland, 2014 More
Nagla Ameen Mohamed Hssan, "Analysis of multi-channel bi-level queueingsystems with priority discipline by using recursive solution technique .", Egypt, 2007 More
Nagla Ameen Mohamed Hssan, "Computational analysis of a multi-server bulk arrival with twomodes server breakdown", تركيا, 2005 More
Nagla Ameen Mohamed Hssan, "Analysis of multi-level queueing systems with servers breakdown by using recursive solution technique", Published by Elsevier Inc, 2012 More
Nagla Ameen Mohamed Hssan, "On the Reliability of Multi-State m-consecutive-at least-k-out-of-n: F Systems", Foundation of Computer Science (FCS), New York, USA, 2013 More

Heba Ibrahim Mustafa, "Soft Rough Approximation Operators on a Complete Atomic Boolean Lattice", Hindawi Publishing Corporation, 2013 More
Heba Ibrahim Mustafa, "Generalized closed sets in ditopological texture spaces with application in rough set theory", Council for Innovative Research, 2013 More
Haroun Mohammed Abdel-Fattah Barakat, "Statistical Modeling of Extreme Values with Applications to Air Pollution", Science Puplications publisher, 2012 More
Usama Abdelhamid Ibrahim, "Soft proximity", Jöklarannsóknafélag Íslands, 2013 More
Fawzia Mahmoud Salim Mustafa, "soft generalized closed sets with respect to an ideal in soft topological spaces", http// dx.org/10.12785/amis/080225, 2014 More