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Applied probability and queues 1st Edition by Soren Asmussen ISBN 0471911739 9780471911739

  • SKU: BELL-2040658
Applied probability and queues 1st Edition by Soren Asmussen ISBN 0471911739 9780471911739
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Applied probability and queues 1st Edition by Soren Asmussen ISBN 0471911739 9780471911739 instant download after payment.

Publisher: Springer
File Extension: PDF
File size: 3.23 MB
Pages: 452
Author: Asmussen S.
ISBN: 9780387002118, 0387002111
Language: English
Year: 2003
Edition: 2ed

Product desciption

Applied probability and queues 1st Edition by Soren Asmussen ISBN 0471911739 9780471911739 by Asmussen S. 9780387002118, 0387002111 instant download after payment.

Applied probability and queues 1st Edition by Soren Asmussen - Ebook PDF Instant Download/Delivery: 0471911739, 9780471911739
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Product details:

ISBN 10: 0471911739 
ISBN 13: 9780471911739
Author: Soren Asmussen

An introduction to queueing theory, and the first comprehensive account of new developments in the subject in the past decade. Provides a thorough treatment of Markov processes, renewal theory, regenerative processes and random walks, and discusses in some detail basic models including the GI/G/1 queue, risk processes, and dams. Particular attention has been given to modern probabilistic points of view, as alternatives to traditional analytic methods--but the choice of topics is traditional. Exercises included for key chapters. Survey of mathematical prerequisites given in an appendix. Illustrated.

Applied probability and queues 1st Table of contents:

  • 1. Simple Markovian Models

    • 1.1 Markov Chains
    • 1.2 Markov Jump Processes
    • 1.3 Queueing Theory at the Markovian Level
    • 1.4 Queueing Networks and Insensitivity
    • 1.5 Problems
  • 2. Some General Tools and Methods

    • 2.1 Renewal Theory
    • 2.2 Regenerative Processes
    • 2.3 Further Topics in Renewal Theory and Regenerative Processes
    • 2.4 Random Walks
    • 2.5 Lévy Processes, Reflection and Duality
    • 2.6 Problems
  • 3. Special Models and Methods

    • 3.1 Steady-State Properties of GI/G/1
    • 3.2 Markov Additive Models
    • 3.3 Many-Server Queues
    • 3.4 Exponential Change of Measure
    • 3.5 Dams, Inventories and Insurance Risk
    • 3.6 Problems

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Tags: Soren Asmussen, probability, queues

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