A Beginner's Guide to Discrete Mathematics

This comprehensive guide introduces discrete mathematics concepts and applications, making A Beginner's Guide to Discrete Mathematics an invaluable resource for students in mathematics and computer science.

This second edition of A Beginner's Guide to Discrete Mathematics serves as an essential resource for students embarking on their journey into discrete mathematics, a field that underpins both mathematics and computer science. Designed for an introductory course, this textbook not only covers vital topics but also introduces students to the critical modes of thinking unique to each discipline. It is particularly well-suited for lower-division undergraduates, making it an ideal choice for those new to the subject.

The book is aptly named as a 'beginner's guide' and provides a comprehensive first exposure to discrete mathematics and rigorous proof techniques. It covers a wide range of subjects including set theory, probability, cryptography, graph theory, and number theory, all through an applied lens. The text is filled with numerous examples and exercises that encourage engagement and understanding, making it a practical tool for students.

Key features of this edition include a new chapter on voting theory, expanded examples, and exercises throughout the text. Additionally, it introduces essential concepts such as functions, vectors, matrices, and scientific notation. Each chapter concludes with practice problems and full solutions, ensuring that students can test their understanding. While primarily aimed at undergraduates, the depth of content may also attract graduate students interested in discrete mathematics applications.