Discrete Mathematics Explained

Discrete Mathematics Explained: Logic, Sets, Combinatorics, and Graph Theory, 1st Edition introduces the foundational concepts of discrete mathematics through clear explanations, worked examples, and structured practice. The book covers propositional and predicate logic, methods of proof, set theory, relations, functions, mathematical induction, counting principles, permutations, combinations, recurrence relations, and introductory graph theory. Each chapter is organized to help readers develop logical reasoning and problem-solving skills while understanding the mathematical structures used in computer science and related fields.

Designed for college students and independent learners, this edition serves as a practical resource for coursework, review, and exam preparation. The content emphasizes conceptual understanding through step-by-step examples, concise summaries, practice exercises, and applications involving algorithms, networks, data structures, and decision-making. Whether used as a primary textbook or a supplemental study guide, Discrete Mathematics Explained: Logic, Sets, Combinatorics, and Graph Theory provides a clear and organized approach to learning discrete mathematics.