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Series on Applied Mathematics - Vol. 15

THE MATHEMATICAL THEORY OF NONBLOCKING SWITCHING NETWORKS
(2nd Edition)

by Frank K Hwang (National Chiao-Tung University, Taiwan)

Contents (88k)
Preface (34k)
Chapter 1: Introduction (377k)

The first edition of this book covered in depth the mathematical theory of nonblocking multistage interconnecting networks, which is applicable to both communication and computer networks. This comprehensively updated version puts more emphasis to the multicast and multirate networks which are under fast development recently due to their wide applications. This comprehensively updated new edition not only introduces the classical theory of the fundamental point-to-point network but also has a renewed emphasis on the latest multicast and multirate networks. The book can serve as either a one- or two-semester textbook for graduate students of information science, (electronic) communications, and applied mathematics. In addition, as all the relevant literature is organized and evaluated under one structured framework, the volume is an essential reference for researchers in those areas.


Contents:

  • Introduction
  • Nonblocking Networks
  • Rearrangeable Networks
  • Multicast Traffic
  • Multirate Networks


Readership: Graduates and researchers on multistage interconnecting networks and those in communication company working on switching or routing.

200pp Pub. date: Oct 2004
ISBN 978-981-256-042-1
981-256-042-4
US$46 / £28
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Updated on 18 July 2008