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Discrete Mathematics: A Concept-based Approach
Basavaraj S Anami and Venkanna S Madalli
Price
895.00
ISBN
9788173719998
Language
English
Pages
376
Format
Paperback
Dimensions
180 x 240 mm
Year of Publishing
2016
Territorial Rights
World
Imprint
Universities Press

Discrete Mathematics – A Concept-based Approach focuses on the applications of discrete mathematical concepts to real-life scenarios and makes the subject appealing to the student. It caters to the syllabus requirement of students of mathematics and computer science at the undergraduate and postgraduate levels in distinguished engineering colleges. The flow of the topics is gradual and designed to lead the students step by step from the first principles to the advanced topics. The sequencing of the book’s contents reflect the order and manner in which the subject in normally approached in the classroom. Each topic is supported by appropriate examples from computer science to showcase the application of discrete mathematics in the field of computers. This book can also be used as a foundation course for studying advanced mathematical concepts. PowerPoint slides that encapsulate the essential points of each chapter, solutions to chapter-end exercises and solved university question papers are available as online supplements that can be accessed at www.universitiespress.com/basavarajsanami/discretemathematics

Basavaraj S Anami is Principal, KLE Institute of Technology, Hubballi. Earlier, he was Professor and Head, Department of Computer Science, Basaveshwar Engineering College Bagalkot. He has been teaching computer science at the undergraduate and postgraduate levels for the past 33 years and has 13 years of research experience. His research interests include image processing, natural language processing and knowledge based systems development.

Venkanna S Madalli is Professor, Department of MCA, KLE Institute of Technology, Hubballi. He is also a visiting faculty at PC Jabin Science College, Hubballi, where he teaches physics to M. Sc. students and at Karnatak University, where he handles courses in MCA and M.Sc. (Mathematics). He has 22 years of teaching experience and is keenly interested in the fields of fluid mechanics, numerical techniques and applied mathematics.

Foreword
Preface
Acknowledgements

About the Authors
  1. Overview of Disciplines in Mathematics

  2. Fundamentals of Mathematical Logic

  3. Mathematical Induction

  4. Introduction to Set Theory

  5. Relations and Operations

  6. General Functions and Growth Functions

  7. Algebraic Structures

  8. Coding Theory

  9. Fundamentals of Counting Principles

  10. Introduction to Probability

  11. Finite State Machine

  12. Introduction to Recurrence Relations

  13. Introduction to Graph Theory
Bibliography
Index
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