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Sharma - Bioinformatics: sequence alignment and Markov models

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Preliminaries -- Alignment of a pair of sequences -- Sequence representation and string algorithms -- Multiple-sequence alignment -- Hidden Markov models and applications -- Gene finding, protein secondary structure -- Biochips -- Electrophoretic techniques and finite speed of diffusion.

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Bioinformatics

Sequence Alignment and Markov Models

Kal Renganathan Sharma, Ph.D., P.E.

Adjunct Professor
Department of Chemical Engineering
Prairie View A&M University
Prairie View, Texas

Copyright 2009 by The McGraw-Hill Companies Inc All rights reserved - photo 1

Copyright 2009 by The McGraw-Hill Companies Inc All rights reserved - photo 2

Copyright 2009 by The McGraw-Hill Companies, Inc. All rights reserved. Manufactured in the United States of America. Except as permitted under the United States Copyright Act of 1976, no part of this publication may be reproduced or distributed in any form or by any means, or stored in a database or retrieval system, without the prior written permission of the publisher.

0071593071

The material in this eBook also appears in the print version of this title: 0-07-159306-3.

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DOI: 10.1036/0071593063

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This work is dedicated to my son
R. Hari Subrahmanyan Sharma
(alias Ramkishan, born August 13, 2001)
with unconditional love
.

About the Author

.

Kal Renganathan Sharma, Ph.D., P.E., has written five books, 12 journal articles, and 448 conference papers. He has earned three degrees in chemical engineeringa B.Tech. from the Indian Institute of Technology, Chennai, and an M.S. and a Ph.D. from West Virginia University, Morgantown. He has held a number of high-level positions at engineering colleges and universities. Dr. Sharma currently teaches at Prairie View A&M University in Prairie View, Texas.

Contents
Preface

.

I was requested by the former controller of examinations at the University of Madras, India, A. Sivamurthy, to prepare the curriculum and syllabus for a B.Tech. degree in bioinformatics at the Vellore Institute of Technology, Vellore, India, in 2001. I was requested by letter to prepare a project report on a course program for an M.Tech. degree in bioinformatics by Dr. B. Srinivasan, Vice Chancellor at Sri. Chandrasekharendra Saraswati Viswa Mahavidyalaya University, Kancheepuram, India, in 2002. The Vice Chancellor at SASTRA University, Thanjavur, India, R. Sethuraman, chartered me with the task of writing a book entitled Lecture Notes in Computational Molecular Biology, to be used for instruction in the newly formed M.Tech. and B.Tech. bioinformatics programs in 2003.

Since I wrote Lecture Notes in Computational Molecular Biology, a number of interesting developments in the field of bioinformatics has come about. The Human Genome Project has been completed ahead of time. The biologic databases double in size every 10 months, and the computing speed of microprocessors doubles in speed every 18 months. So a database search that cost $2 today would, two years from now, quadruple in cost to $8 on account of the explosive growth of databases and would be cut back in half to $4 on account of the increase in computing power. There is scope for the development of data search and data storage algorithms and methods. It can be viewed as a marriage between information technology and computational biology. Bioinformatics is emerging as a distinct discipline of its own. Textbooks need to be neither mathematically intimidating nor biologically intensive and laborious. Over 560 end-of-chapter exercises are provided in this book. Appendices with Internet hotlinks to public-domain databases and PERL code commands are given. This book can be used as a textbook for core subjects in a bioinformatics undergraduate program and as an elective for chemical engineering and biotechnology undergraduate and graduate programs.

The dynamic programming methods of Needleman and Wunsch and Smith and Waterman for global, local, and semiglobal alignment of sequences are discussed. The affine gap model and the different scoring schemes to make the alignment more biologically meaningful are treated with worked examples. Further reductions in time and space efficiciency from O (n2) needed for the dynamic programming algorithms are introduced. These include the greedy algorithms that tap into the existing similarity of biologic sequences that are homologous. The X-drop algorithm for very similar sequences that can be completed in O (en) time, where e is much smaller than n, are discussed. Dynamic array techniques that only need O (n) space for dynamic programming methods are introduced. Sparse dynamic programming table problems are reviewed. Methods discussed in this text feature the software used in industry, such as MUMer, Genie, LAGAN, CHAOS, GLASS, QSAR, AVID, REPuter, CLUSTALW, T-Coffee, DIALIGN, MAFTT, PSI-BLAST, BLAST, FASTA, STAMP, JalView, SAM, HMMER, HMMPRO, Meta-Meme, PFAM, Profile HMMs, GLIMMER, GENEMARK, PROCRUSTES, GRAIL, fGENEH, ROSETTA, GENSCAN, SLAM, HMMSTER, PHDSec, DISULFIND, SAM-T99, JPRED, etc.

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