Discrete Mathematics with Applications
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Mathematics & Statistics

Discrete Mathematics with Applications

by Susanna S. Epp

Cengage Learning · PublisherJanuary 1, 2020 · Published1057 pagesEnglish9781337694193 · ISBN-131337694193 · ISBN-10PDF / EPUB

About this book

Discrete Mathematics with Applications by Susanna S. Epp is a detailed exploration of the principles governing logical reasoning, set theory, and graph theory. This book is structured to guide readers through understanding variables, digital logic circuits, and the intricacies of mathematical induction. It addresses practical applications, such as digital logic circuits and the Handshake Theorem, making it essential for those in computer science and related fields.

What You'll Learn

  • Master the concepts of logical equivalence and digital logic circuits
  • Understand predicates and quantified statements through practical examples
  • Explore the direct proof and counterexample techniques in divisibility
  • Learn advanced topics such as Boolean algebras and the Halting Problem
  • Deepen knowledge on set theory and combinatorial principles

Who This Book Is For

This book is perfect for undergraduate students in computer science, mathematics, and engineering fields who seek a profound understanding of discrete mathematics. It's also valuable for professionals looking to apply mathematical reasoning in technology-related domains.

What You Need to Know First

A basic understanding of high school mathematics, including algebra and geometry, is recommended to grasp the concepts presented in this book.

Why This Book

Unlike other textbooks, this book emphasizes real-world applications of discrete mathematics. It provides a balanced approach between theory and practical insights, making it a preferred choice for both academic learning and professional reference.

What's Inside

This comprehensive guide contains 1057 pages, authored by Susanna S. Epp and published by Cengage Learning. It features detailed chapters on subjects like functions, graph theory, and formal languages, ensuring a thorough understanding of discrete mathematics.

What you get

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