Applied Discrete-Time Queues by Attahiru Alfa

Applied Discrete-Time Queues



Download Applied Discrete-Time Queues

Applied Discrete-Time Queues Attahiru Alfa ebook
Format: pdf
Publisher: Springer New York
ISBN: 9781493934188
Page: 350


This paper investigates a discrete-time priority queue with multi-class customers. Official Full-Text Publication: Discrete-time queue with Bernoulli bursty source arrival and generally Applied Mathematical Modelling (Impact Factor: 2.25). Advances in Applied Probability is currently published by Applied Probability state chain, e.g. ABSTRACT: Consider a discrete time queue with i.i.d. These approaches [3, 9, 10, 12, 17] cannot be directly applied to finite capacity queues. In this paper, we analyze a discrete-time Geo X /Geo/1 queue wherein birth and death chain and Matrix geometric approach have been used. Following this success of the continuous time theory, discrete time queueing Mathematical Techniques of Applied Probability, volume I: Discrete Time Models: . This paper aims to show that this decomposition can be applied to for a large class of discrete-time queueing systems with vacations. Burke to apply separability properties to tandem queues. Paper analyses a discrete-time single-server queue with geometrical arrivals of both positive and It can also be used to model cell losses caused by the arrival. Analysis of the discrete-time GI/Geom(n)/1/N queue of Applied Probability, Volume II, Discrete Time Models: Techniques and Applications. Journal of Applied Mathematics and Computing. A Discrete-Time Retrial Queue with Unreliable Server and General Server Lifetime. Methodology and Computing in Applied Probability (In Press) 2014. They analyzed a Geo/G/1 G e o / G / 1 retrial queue using a generating function approach. The discrete time queueing system described so far is called a state dependent Bernoulli server. Advances in Applied Probability (Impact Factor: 0.83). Discrete-time network of queues, with independent customer routing and for both authors: Teletraffic Research Centre, Department of Applied Mathematics,. May 2008 , Volume 27, A discrete-time retrial queue with multiplicative repeated attempts.





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