Cover image for Contention-based collision-resolution medium access control algorithms
Title:
Contention-based collision-resolution medium access control algorithms
Publication Information:
New York : Nova Science Publishers, 2009
Physical Description:
vi, 140 p. : ill. ; 23 cm.
ISBN:
9781606925805
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30000010237483 TK5105.55 C66 2009 Open Access Book Book
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Summary

Summary

This book is an overview of the most relevant collision resolution algorithms used in contention-based multiple access protocols to handle collisions among users contending for channel access. The two main categories of collision resolution algorithms are the so called back-off and the splitting algorithms. The described back-off algorithms are further classified into p-persistent, binary exponential, X-Increase Y-Decrease and dynamic optimum back-off window algorithms. On the other hand, the splitting algorithms are basically characterised as gated-access, window-access and free-access. The dynamic tree algorithm and some limited sensing algorithms are also discussed. Other proposals that cannot be classified in the previous categories are also presented. Finally, examples of MAC protocols for wireless communications that make use of some of the aforementioned collision resolution algorithms are included.


Table of Contents

Preface
Introduction
Basic Backoff Algoritms
X-Increase Y-Decrease (XIYD)
Adaptive Optimum Contention Window Selection
Other Proposals
Splitting Algorithms: Introduction
Gated Access Algorithms
The Dynamic Tree Algorithm (DTA)
Window Access Algorithms (WA)
Limited Sensing Algorithms
Splitting Algorithms for Non-Standard Environments
Summary of Splitting Algorithms
Other Collision Resolution Algorithms
Resource Auction Multiple Access (RAMA)
CSMA/CD with Deterministic Collision Resolution (CSMA/DCR)
Examples of MAC Protocols and their Collision Resolution Algorithms
802.11 MAC and the Binary Exponential Backoff
MACAW and the Multiplicative Increase-Linear Decrease
802.11 MAC and the Fast Collision Resolution
ISMA and the P-Persistent CRA
DSA' and the Ternary Splitting Algorithm
DQSA and A Tree-Based CRA
Index