Discrete Mathematics

Author: Gen Kerong, Yuan Jingling, Gao Zhihua (editors)
Publisher:
Publish Date: 2007-03-01
Features: Discrete mathematics is a branch of mathematics dedicated to studying discrete objects, and it is a fundamental course for computer science majors. It focuses on discrete quantitative relationships and discrete mathematical structure models. The book consists of 10 chapters, primarily covering topics such as mathematical logic, sets and relations, functions, graphs and trees, combinatorial counting, number theory and recursive relations, algebraic systems, automata, grammars and languages. The "Historical Notes" in the appendix of the book can help students understand mathematics and provide deeper insights. The book is well-structured, concise in selection, detailed in explanations, rich in examples, and emphasizes the integration of theory with practical problems in computer science and technology. It also includes a large number of appropriately challenging exercises, making it suitable for teaching. This book is ideal as a textbook for undergraduate students in computer science and related fields studying "Discrete Mathematics," as well as a reference for those interested in discrete mathematics.
Discrete mathematics is a branch of mathematics dedicated to studying discrete objects, and it is a fundamental course for computer science majors. It focuses on discrete quantitative relationships and discrete mathematical structure models. The book consists of 10 chapters, primarily covering topics such as mathematical logic, sets and relations, functions, graphs and trees, combinatorial counting, number theory and recursive relations, algebraic systems, automata, grammars and languages. The "Historical Notes" in the appendix of the book can help students understand mathematics and provide deeper insights. The book is well-structured, concise in selection, detailed in explanations, rich in examples, and emphasizes the integration of theory with practical problems in computer science and technology. It also includes a large number of appropriately challenging exercises, making it suitable for teaching. This book is ideal as a textbook for undergraduate students in computer science and related fields studying "Discrete Mathematics," as well as a reference for those interested in discrete mathematics.