Discrete Mathematics Key Points and Problem Solving Guidance

Author: Hu Xinqi
Publisher:
Publish Date: 2002-09-01
Features: "Discrete Mathematics" is a core course for computer science majors and is also one of the subjects for computer science postgraduate entrance exams at many universities. This book is designed for postgraduate entrance exam candidates. It provides a concise and comprehensive summary of the essential points of discrete mathematics, collects a large number of postgraduate entrance exam questions, and offers detailed analyses and solutions. The book is divided into 9 chapters, covering topics such as Set Theory, Binary Relations, Functions, Algebraic Systems, Lattices, Graph Theory, Trees, Propositional Logic, and Predicate Logic. Each chapter consists of three parts: Essential Points, Example Analysis, Self-Assessment Questions and Answers. The Essential Points section offers a highly concise overview of the chapter's exam content and key points; the Example Analysis section provides detailed solutions to selected exam questions, each accompanied by related questions and corresponding answers. The book's features include accurate concepts, clear and concise language, and well-structured problem-solving approaches, making it ideal for candidates to quickly grasp key points and improve their exam performance. This book is suitable for postgraduate entrance exam candidates preparing for revision, as well as for students in vocational colleges as a reference book for discrete mathematics courses. It can also be used by those preparing for computer software proficiency exams and other related computer exams.