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Discrete Mathematical Structures, 6e

Introducing the sixth edition of "Discrete Mathematical Structures," a comprehensive resource for understanding the fundamental concepts of discrete mathematics. This authoritative text is designed to cater to a broad audience, including both mathematics majors and students from various disciplines. With its clear and concise presentation, this book is an ideal choice for a one-semester introductory course.

• Comprehensive Coverage: "Discrete Mathematical Structures, 6e" covers all essential topics in discrete mathematics, including sets, logic, functions, relations, graphs, and algorithms.
• Practical Applications: The book emphasizes the practical application of mathematical concepts to computer science, featuring more genuine computer science applications than any other text in the field.

Key Features and Specifications

Published by Pearson in 2014, this sixth edition is available in a convenient paperback format, measuring 214x274x20mm. With 544 pages, this book is designed to be user-friendly and accessible to students with varying backgrounds.

• Prerequisites: Ideal for students who have completed a college algebra course, this book assumes a foundational knowledge of algebra to facilitate a deeper understanding of discrete mathematics.
• Application-Oriented Approach: The text is written to bridge the gap between theory and practice, ensuring that students can apply their knowledge to real-world scenarios effectively.

Practical Uses and Benefits

"Discrete Mathematical Structures, 6e" is an invaluable resource for students and professionals alike. Whether you are a student looking to excel in your discrete mathematics course or a professional seeking to enhance your understanding of the subject, this book has it all.

• Academic Success: The book's clear presentation and comprehensive coverage of topics ensure that students can grasp complex concepts with ease.
• Professional Development: For professionals, this text serves as a solid reference for understanding the mathematical underpinnings of various computer science applications.