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khoury j tale discrete mathematics journey through 2024

Type:: E-books
Files:: 13
Size:: 289.2 MB
Uploaded On:: May 3, 2024, 12:41 p.m.
Added By:: andryold1
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Info Hash:: 082E03BDD659C6F1B86B3D380EEA900E84BA2EE1

Textbook in PDF format Topics covered in Discrete Mathematics have become essential tools in many areas of studies in recent years. This is primarily due to the revolution in technology, communications, and cyber security. The book treats major themes in a typical introductory modern Discrete Mathematics course: Propositional and predicate logic, proof techniques, set theory (including Boolean algebra, functions and relations), introduction to number theory, combinatorics and graph theory. An accessible, precise, and comprehensive approach is adopted in the treatment of each topic. The ability of abstract thinking and the art of writing valid arguments are emphasized through detailed proof of (almost) every result. Developing the ability to think abstractly and roguishly is key in any areas of science, information technology and engineering. Every result presented in the book is followed by examples and applications to consolidate its comprehension. The hope is that the reader ends up developing both the abstract reasoning as well as acquiring practical skills. All efforts are made to write the book at a level accessible to first-year students and to present each topic in a way that facilitates self-directed learning. Each chapter starts with basic concepts of the subject at hand and progresses gradually to cover more ground on the subject. Chapters are divided into sections and subsections to facilitate readings. Each section ends with its own carefully chosen set of practice exercises to reenforce comprehension and to challenge and stimulate readers. As an introduction to Discrete Mathematics, the book is written with the smallest set of prerequisites possible. Familiarity with basic mathematical concepts (usually acquired in high school) is sufficient for most chapters. However, some mathematical maturity comes in handy to grasp some harder concepts presented in the book. Preface. About the Author. Propositional Logic: The Foundation of Mathematical Reasoning. Set Theory and Introduction to Boolean Algebra: A Naıve Approach. Prove It: Mathematical Proof Techniques. Introduction to Predicate Logic: One Step Further. Functions: Back to the Basics. Elementary Number Theory. Binary Relations. Basic Combinatorics: The Art of Counting Without Counting. Basics of Graph Theory. More on Graph Theory. Trees. Appendix: Solutions to Suggested Exercises (about 140 Pages !). Index

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Readme-!!!_Math.txt 1.2 KB
Khoury J. A Tale of Discrete Mathematics. A Journey Through...2024.pdf 9.3 MB
Rosen K. Discrete Mathematics and Its Applications 7ed 2012.pdf 9.7 MB
Epp S. Discrete Mathematics with Applications Metric Vertion 5ed 2020.pdf 14.1 MB
Hunter D. Essentials of Discrete Mathematics 3ed 2015.pdf 17.8 MB
Epp S. Discrete Mathematics with Applications 5ed 2020.pdf 18.6 MB
Johnsonbaugh R. Discrete Mathematics 8ed 2017.pdf 23.0 MB
Dossey J. Discrete Mathematics 4ed 2002.pdf 25.8 MB
Ross K., Wright C. Discrete Mathematics 5ed 2002.pdf 25.9 MB
Goodaire E. Discrete Mathematics with Graph Theory 3ed 2005.pdf 27.9 MB
Johnsonbaugh R. Discrete Mathematics Global 8ed 2019.pdf 32.2 MB
Rosen K. Discrete Mathematics and Its Applications 8ed 2019.pdf 35.0 MB
Kolman B., Busby R., Ross. Discrete Mathematical Structures 6ed 2009.pdf 49.9 MB

Details for: Khoury J. A Tale of Discrete Mathematics. A Journey Through...2024

khoury j tale discrete mathematics journey through 2024