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SKU/Artículo: AMZ-B09CRW9635
Discrete Mathematics: A First Course
Format:
Paperback
Detalles del producto
Disponibilidad:
En stock
En stock
Peso con empaque:
1.39 kg
1.39 kg
Devolución:
Sí
Sí
Condición
Nuevo
Nuevo
Producto de:
Amazon
Amazon
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USA
USA
Sobre este producto
- This textbook has been created to provide an introduction to the important concepts in discrete mathematics that are needed for students who are studying either mathematics or computer science. Material from the author's larger book on the subject has been carefully selected, thoroughly revised, and put together in a way that is intended to make it readable and enticing to students. Many more worked-examples have been added throughout each chapter. Feedback from students and others who have used the earlier book has been used to provide more careful explanations in areas that students usually find difficult. The layout of the book makes it easy to navigate: intuitive icons are used in the margins to indicate each of the section headings, definitions, examples, theoretical results, algorithms, and exercise sets. Each chapter contains an extensive set of exercises ranging from routine to other exercises that are more challenging or allow the reader to expand their knowledge into new topics. An appendix at the end of the book provides answers and often detailed solutions to most of the odd-numbered exercises. Separate indices are provided for the notation, theoretical results, and algorithms. A website for the book contains some supplementary material, including computer exercises. Brief Table of Contents: Preface Chapter 1: Chapter 1: Logical Operators Chapter 2: Logical Quantifiers Chapter 3: Sets Chapter 4: Relations and Functions Chapter 5: Equivalence Relations and Partial Orderings Chapter 6: Mathematical Induction Chapter 7: Recursion Chapter 8: Some Number Theory Chapter 9: Representations of Integers in Different Bases Chapter 10: Modular Arithmetic and Congruences Chapter 11: Fundamental Principles of Counting Chapter 12: Permutations and Combinations Chapter 13: Searching and Sorting Algorithms Chapter 14: Growth Rates of Functions and Complexity of Algorithms Chapter 15: Graph Concepts and Properties Chapter 16: Paths, Connectedness, and Distances in Graphs Chapter 17: Trees Chapter 18: Graph Traversal Problems Appendix A: Pseudo Code Dictionary Appendix B: Randomness and Probability Appendix C: Answers and Solutions to Most Odd-Numbered Exercise References Index of Algorithms Index
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U$S 65,89
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