ISBN 9788120350977,Discrete Mathematics

Discrete Mathematics

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ISBN 9788120350977
Publisher

PHI Learning Pvt. Ltd.

Publication Year 2015
ISBN-13

ISBN 9788120350977

ISBN-10 8120350979
Binding

Paper Back

Edition 2nd
Number of Pages 880 Pages
Language (English)
Subject

Mathematical

Written with a strong pedagogical focus, this second edition of the book continues to provide an exhaustive presentation of the fundamental concepts of discrete mathematical structures and their applications in computer science and mathematics. It aims to develop the ability of the students to apply mathematical thought in order to solve computation-related problems. The book is intended not only for the undergraduate and postgraduate students of mathematics but also, most importantly for the students of Computer Science & Engineering and Computer Applications.

The introductory chapter presents an overview of the foundations of the subject, consisting of topics such as logic, set theory, relations, functions, algebraic structures and graphs. The subsequent chapters provide detailed coverage of each of these topics as well as major areas of discrete mathematics such as combinatorics, lattices and Boolean algebras. Major applications such as computer models and computation, coding theory, cryptography and databases are dealt with in the final chapters of the book. In addition to this, a new chapter on matrices is included in this edition of the book, which forms a part of MCA course curriculum.

The book is replete with features which enable the building of a firm foundation of the underlying principles of the subject and also provide adequate scope for testing the comprehension acquired by the students. Each chapter contains numerous worked-out examples within the main discussion as well as several chapter-end Supplementary Examples for revision. The Self-test and exercises at the end of each chapter provide large numbers of objective type questions and problems respectively. Answers to objective type questions and hints to exercises are also provided. All these pedagogic features, together with thorough coverage of the subject matter, make this book a readable text for beginners as well as advanced learners of the subject.

About the Author

M. Umaparvathi, M.Phil., has been Professor of Mathematics at Seethalakshmi Ramaswami College, Tiruchirappalli. Prof. Umaparvathi has a decade of experience in teaching mathematics at the undergraduate and postgraduate levels.

N. Chandrasekaran, Ph.D., has been Professor of Mathematics at St. Josephs College, Tiruchirappalli. Prof. Chandrasekaran has many years of experience in teaching mathematics at the undergraduate and postgraduate levels in reputed institutions. He is the co-author of Theory of Computer Science - Automata, Languages and Computation
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