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Science & Mathematics - A First Course in Discrete Mathematics

Description

Book Synopsis: This highly regarded work fills the need for a treatment of elementary discrete mathematics that provides a core of mathematical terminology and concepts as well as emphasizes computer applications. Includes numerous elementary applications to computing and examples with solutions. Title of related interest by Waveland Press: Buckley-Lewinter, Introductory Graph Theory with Applications (ISBN 9781478611752).

  1. Number Systems

    • The Binary System / The Octal and Haxadecimal Systems / The Integers / The Real Numbers / Case Study: Computer Arithmetic: Binary Numbers / Case Study: Computer Arithmetic: Floating-Point Numbers / Case Study: Computer Arithmetic: Floating-Point Arithmetic / Case Study: Memory Addressing and Data Encoding
  2. Sets and Logic

    • Sets and Elements / Subsets / Venn Diagrams / Intersections, Unions, and Complements / Conjunction, Disjunction, and Negation / Conditional and Biconditional Statements / Tautologies and Contradictions / Logical Implication and Decision Tables / Case Study: Searching and Sorting
  3. Combinatorics

    • Mathematical Induction / Permutations / Combinations / Binomial Coefficients / Distributions / Case Study: Correctness of Algorithms / Case Study: Introduction to Algorithm Analysis
  4. Probability

    • Finite Probability / Conditional Probability and Independence / Compound Experiments and Repeated Trials / Random Variables and Expected Value / Case Study: Random Numbers and Simulation
  5. Relations and Functions

    • Relations / Functions / Graphs of Functions / Three Classes of Functions / Operations on Functions: Inverses / Case Study: Computer Functions / Case Study: Algorithm Analysis: Orders of Magnitude / Case Study: Cryptography
  6. Vectors and Matrices

    • Matrices and Arrays / Matrix Multiplication / The Inverse of a Matrix and Determinants / Case Study: Stacks, Queues, and Deques / Case Study: Implementation and Comparison of Sorting Algorithms
  7. Boolean Algebra

    • Boolean Algebras and Their Properties / Boolean Functions / Karnaugh Maps and Prime Implicants / Minimizing Boolean Functions and Expressions / Case Study: Switching Theory
  8. Graph Theory

    • Graphs and Digraphs / Basic Definitions / Classes of Graphs / Matrices Associated with Graphs / Connectivity / Traversing Graphs / Case Study: Heap Sort / Case Study: The Critical Path Method

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Details

Discover the comprehensive guide to elementary discrete mathematics with A First Course in Discrete Mathematics. This highly regarded work is not only a valuable resource for students studying mathematics, but it also emphasizes the practical applications of these mathematical concepts in computer science.

With numerous examples and solutions, this book provides a solid foundation in mathematical terminology and concepts. From the binary system to memory addressing and data encoding, you'll explore the essential number systems used in computer arithmetic. Learn about sets and logic, including Venn diagrams, intersections, unions, and more. Dive into the world of combinatorics with mathematical induction and permutations. Understand the fundamentals of probability and its applications in random variables and expected value.

Relations and functions? This book covers it all. From graph theory to Boolean algebra, you'll develop a deep understanding of these essential topics. With real-world case studies, including algorithm analysis and cryptography, you'll see the practical applications of the knowledge you gain.

A First Course in Discrete Mathematics is the ultimate guide for anyone looking to develop a strong foundation in mathematical concepts and their application in computer science. Don't miss out on this opportunity to enhance your knowledge and skills. Get your copy today!

Click here to order your copy of A First Course in Discrete Mathematics and start exploring the fascinating world of mathematical applications in computer science.

Disclosure: I get commissions for purchases made through links in this website