Discrete Mathematics is designed to serve as a textbook for a single-semester undergraduate course on the discrete and combinatorial mathematics. Beginning with a a lucid introduction to logic and set theory, the book goes on to cover matrix algebra, algebraic systems, coding theory, lattices and Boolean algebra, parts, and discrete probability A comprehensive chapter dedicated to graph theory makes it a complete undergraduate text on discrete mathematical structures. Written in an easy-to-understand manner, the book includes a large number of solved examples which illustrate problem-solving methodology. It contains an extensive set of exercises. Both solved and unsolved problems show a good gradation of difficulty levels. A summary at the end of each chapter reviews the key concepts discussed.

Table of Contents:
1. Logic 2. Fundamental Structure 3. Relations 4. Functions 5. Combinatorics 6. Matrix Algebra 7. Algebraic Systems 8. Coding Theory 9. Lattices and Boolean Algebra 10. Formal Languages 11. Discrete Probability 12.Graph Theory