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The Burrows-Wheeler Transform: Data Compression, Suffix Arrays, and Pattern Matching

Posted on 2010-04-14




Name:The Burrows-Wheeler Transform: Data Compression, Suffix Arrays, and Pattern Matching
ASIN/ISBN:0387789081
Publish Date:1 edition (July 25, 2008)
Pages:352 pages
File size:2.3 Mb
Pages: 352 pages
File Type: PDF
File Size: 2,3 Mb
Other Info: Springer; 1 edition (July 25, 2008); 0387789081
   The Burrows-Wheeler Transform: Data Compression, Suffix Arrays, and Pattern Matching

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The Burrows-Wheeler Transform is a text transformation scheme that has found applications in different aspects of the data explosion problem, from data compression to index structures and search. The BWT belongs to a new class of compression algorithms, distinguished by its ability to perform compression by sorted contexts. More recently, the BWT has also found various applications in addition to text data compression, such as in lossless and lossy image compression, tree-source identification, bioinformatics, machine translation, shape matching, and test data compression.

This book will serve as a reference for seasoned professionals or researchers in the area, while providing a gentle introduction, making it accessible for senior undergraduate students or first year graduate students embarking upon research in compression, pattern matching, full text retrieval, compressed index structures, or other areas related to the BWT.

Key Features

Comprehensive resource for information related to different aspects of the Burrows-Wheeler Transform including:

Gentle introduction to the BWT

History of the development of the BWT

Detailed theoretical analysis of algorithmic issues and performance limits

Searching on BWT compressed data

Hardware architectures for the BWT

Explores non-traditional applications of the BWT in areas such as:

Bioinformatics

Joint source-channel coding

Modern information retrieval

Machine translation

Test data compression for systems-on-chip

Teaching materials ideal for classroom use on courses in:

Data Compression and Source Coding

Modern Information Retrieval

Information Science

Digital Libraries

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