Boundary Value Problems in Queueing System Analysis

✍ Scribed by J.W. Cohen and O.J. Boxma (Eds.)

• Publisher: Academic Press, Elsevier
• Year: 1983
• Leaves: 399
• Series: North-Holland Mathematics Studies 79
• Category: Library

✦ Table of Contents

Content:
Edited by
Page iii

Copyright page
Page iv

Dedication
Page v

Preface
Page vii
J.W. Cohen, O.J. Boxma

Note on Notations and Referencing
Page viii

General Introduction
Pages 1-16

I.1. Singular Integrals
Pages 19-38

I.2. The Riemann Boundary Value Problem
Pages 39-49

I.3. The Riemann-Hilbert Boundary Value Problem
Pages 50-62

I.4. Conformal Mapping
Pages 63-73

II.1. The Random Walk
Pages 77-84

II.2. The Symmetric Random Walk
Pages 85-150

II.3. The General Random Walk
Pages 151-213

II.4. Random Walk With Poisson Kernel
Pages 214-238

III.1. Two Queues in Parallel
Pages 241-270

III.2. The Alternating Service Discipline
Pages 271-287

III.3. A Coupled Processor Model
Pages 288-318

III.4. The M/G/2 Queueing Model
Pages 319-341

IV.1. The Alternating Service Discipline
Pages 345-376

IV.2. The Alternating Service Discipline - A Random Walk Approach
Pages 377-394

References
Pages 395-397

Subject Index
Pages 399-405