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Distributed Graph Algorithms for Computer Networks

โœ Scribed by K. Erciyes (auth.)


Publisher
Springer-Verlag London
Year
2013
Tongue
English
Leaves
327
Series
Computer Communications and Networks
Edition
1
Category
Library

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โœฆ Synopsis


This book presents a comprehensive review of key distributed graph algorithms for computer network applications, with a particular emphasis on practical implementation. Topics and features: introduces a range of fundamental graph algorithms, covering spanning trees, graph traversal algorithms, routing algorithms, and self-stabilization; reviews graph-theoretical distributed approximation algorithms with applications in ad hoc wireless networks; describes in detail the implementation of each algorithm, with extensive use of supporting examples, and discusses their concrete network applications; examines key graph-theoretical algorithm concepts, such as dominating sets, and parameters for mobility and energy levels of nodes in wireless ad hoc networks, and provides a contemporary survey of each topic; presents a simple simulator, developed to run distributed algorithms; provides practical exercises at the end of each chapter.

โœฆ Table of Contents


Front Matter....Pages I-XVIII
Introduction....Pages 1-8
Front Matter....Pages 9-9
Graphs....Pages 11-21
The Computational Model....Pages 23-37
Spanning Tree Construction....Pages 39-51
Graph Traversals....Pages 53-67
Minimum Spanning Trees....Pages 69-82
Routing....Pages 83-96
Self-Stabilization....Pages 97-104
Front Matter....Pages 105-105
Vertex Coloring....Pages 107-134
Maximal Independent Sets....Pages 135-155
Dominating Sets....Pages 157-171
Matching....Pages 173-191
Vertex Cover....Pages 193-213
Front Matter....Pages 215-215
Introduction....Pages 217-228
Topology Control....Pages 229-257
Ad Hoc Routing....Pages 259-275
Sensor Network Applications....Pages 277-294
ASSIST: A Simulator to Develop Distributed Algorithms....Pages 295-303
Back Matter....Pages 305-324

โœฆ Subjects


Algorithm Analysis and Problem Complexity; Computer Communication Networks; Math Applications in Computer Science


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