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Mathematical Methods in Queueing Theory

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Cover of 'Mathematical Methods in Queueing Theory'

Table of Contents

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    Book Overview
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    Chapter 1 The Markov Renewal Branching Process
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    Chapter 2 Some Topics in Queueing Network Theory
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    Chapter 3 Convexity and Complete Monotonicity in Queueing Distributions and Associated Limit Behavior
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    Chapter 4 Graphical Representation of Queue Evolution for Multiple-Server Systems
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    Chapter 5 Wiener-Hopf Techniques in Queueing Theory
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    Chapter 6 Occupation Time Problems in the Theory of Queues
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    Chapter 7 Some Finite Waiting Space Bulk Queueing Systems
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    Chapter 8 Some Problems in Finite Queues
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    Chapter 9 Some New Results in the Statistical Analysis of Queues
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    Chapter 10 On the Extension of Congestion Theorems to Multi-Channel Systems
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    Chapter 11 A Theory of Traffic-Measurement Errors for Loss Systems with Renewal Input
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    Chapter 12 Optimal Operation of Queues
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    Chapter 13 Optimal Control of Queueing Systems
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    Chapter 14 Algebraic Techniques for Numerical Solution of Queueing Networks
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    Chapter 15 Heavy Traffic Limit Theorems for Queues: A Survey
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    Chapter 16 Notes on Queueing Output Processes
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    Chapter 17 The Single Server Queue in a Markovian Environment
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    Chapter 18 On More Combinatorial Methods in the Theory of Queues
Attention for Chapter 1: The Markov Renewal Branching Process
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