Searching for "Quasi-Birth-Death Processes" – sorted by Relevance.
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Numerical analysis of queues with batch arrivals
- ,telekg@(email omitted); Abstract The steady state distribution of quasi-birth-death processes can be eciently obtained by matrix
- Cited by 3 (0 self) – Add To MetaCart
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Analysis of Queues with Batch Arrivals
- ,telekg@(email omitted); Abstract The steady state distribution of quasi-birth-death processes can be eciently obtained by matrix
- Cited by 1 (1 self) – Add To MetaCart
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Computational Aspects for Steady State Analysis of QBD Processes
- analysis, numerical methods, performance comparison. 1. Introduction The QBD (Quasi Birth-Death) process
- Cited by 3 (1 self) – Add To MetaCart
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Modelling Complex Queuing Situations with Markov Processes
- of modelling this situation –and many others– was overcome. III. QUASI–BIRTH–DEATH PROCESSES The following
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ETAQA Solutions for Infinite Markov Processes with Repetitive Structure
- the ETAQA (efficient technique for the solution of quasi birth-death processes) approach for the exact
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ETAQA Truncation Models for the MAP/MAP/1 Departure Process
- , the departure process can be described exactly as a MAP with an infinite number of states, where the Quasi-Birth-Death
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A Numerical Analysis Method of Queues With Batch Arrivals
- . Quasi-Birth-Death processes Consider an irreducible, homogeneous Discrete Time Markov Chain where
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An aggregation-based solution method for M/G/1-type processes
- of the ETAQA method we introduced for the efficient solution of quasi-birth-death processes with matrix
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ETAQA-MG1: An Efficient Technique for the Analysis of M/G/1-type processes by Aggregation
- results. Our approach is an extension of the ETAQA method we introduced for the ecient solution of quasi-birth-death
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A Queuing Analysis of Packet Dropping Over a Wireless Link With Retransmissions
- of quasi-birth and death process in order to analyze the system for general multistate Markov channels
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