Discrete Mathematics and Its Applications https://www.mheducation.com/cover-images/Jpeg_250-high/0073383090.jpeg 13 9780073383095
Discrete Mathematics and Its Applications

Discrete Mathematics and Its Applications

Grade Levels: 13
By Kenneth Rosen
Copyright: 2012
Publication Date: June 14, 2011
MHID: 0073383090
ISBN 13: 9780073383095

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New Features

McGraw-Hill Education Connect is a digital teaching and learning environment that improves performance over a variety of critical outcomes; it is easy to use; and it is proven effective.

The dependence of chapters on previous material has been minimized to allow instructors flexibility to pick and choose topics. Each chapter is divided into sections of approximately the same length, and each section is divided into subsections that form natural blocks of material for teaching. Instructors can easily pace their lectures using these blocks. Separate chapters on Algorithms, Number Theory, and Cryptography.

Expanded coverage of logic and sets, helps students better understand these fundamental concepts using well known examples like Sudoku and Hilbert's Grand Hotel.

This edition offers improvements that make the text easier and more rewarding to use. Added to this edition were Margin notes, expanded explanations/details, and revised examples/problems. The Bourbaki's "dangerous bend" symbol has also been added to alert students to topics that require extra attention.

The first part of the book has been restructured to present core topics in a more efficient, more effective, and more flexible way.

Available within McGraw-Hill Education’s Connect, SmartBook makes study time as productive and efficient as possible. It identifies and closes knowledge gaps through a continually adapting reading experience that provides personalized learning resources at the precise moment of need. This ensures that every minute spent with SmartBook is returned to the student as the most value-added minute possible. The result? More confidence, better grades, and greater success.

Key Features

This textbook includes over 3,800 exercises and 750 examples, from straight forward problems that develop basic skills to a large number of intermediate and challenging exercises. Exercise sets also contain special discussions that develop new concepts not covered in the text, enabling students to discover new ideas through their own work. Answers to odd numbered problems are in the back of the book. Worked out solutions for these odd numbered problems are in the printed Student's Solutions Guide (0077353501). Complete solutions for the even numbered problems are available for the instructor only in the Instructor's Resource Guide (0077353498).

This edition contains historical information, biographies, & updates on the latest discoveries. The background of many topics are succinctly described in the text using historical footnotes and brief biographies of more than 65 mathematicians and computer scientists who were (and are) important contributors to Discrete Mathematics.

Rosen’s writing style is direct and pragmatic. Precise mathematical language is used without excessive formalism and abstraction. Care has been taken to balance the mix of notation and words in mathematical statements.

This text has proven to be easy to read and understand by beginning students. There's no mathematical prerequisites beyond College Algebra for almost all of this text, and the few places in the book where calculus is referred to, are explicitly noted.

Also available with this edition is MHE's Online Learning Center that features numerous instructor resources including solutions to the problems, an image library, new links to hundreds of external websites relevant to the text material, in-depth explorations of applications, and new lecture PowerPoints for each chapter. You will also find a test bank for each chapter that allows instructors to assign online homework and quizzes - this online homework is gradable and can be edited by instructors.

Discrete Mathematics and Its Applications

1) The Foundations: Logic and Proofs

2) Basic Structures: Sets, Functions, Sequences, Sums, Matrices

3) Algorithms

4) Number Theory and Cryptography

5) Induction and Recursion

6) Counting

7) Discrete Probability

8) Advanced Counting Techniques

9) Relations

10) Graphs

11) Trees

12) Boolean Algebra

13) Modeling Computation


About the Author

Kenneth Rosen

Ken Rosen (Middletown, NJ) is a distinguished member of the technical staff at AT & T Labs.