Discrete Mathematics Exercises and Solutions

Author: Hu Xinqi
Publisher:
Publish Date: 2004-03-01
Features: The book is divided into 9 chapters, each containing the following content:
Basic Knowledge Points: Detailed summaries of the knowledge points in each chapter, emphasizing the integration and coherence between chapters;
Exercises and Solutions: A selection of numerous exercises related to the knowledge points, including multiple-choice questions, fill-in-the-blank questions, and short-answer questions, with difficulty ranging from easy to advanced. These exercises cover both the assessment of basic knowledge points and postgraduate entrance examination questions from major universities. Typical exercises are explained from different perspectives and with multiple methods, focusing on the understanding of fundamental concepts and the development of comprehensive problem-solving skills.
Based on the new teaching syllabus requirements, this book has been revised based on the first edition, incorporating feedback from readers. It includes a significant number of representative exercises and recent postgraduate entrance examination questions to help readers deepen their understanding of set theory, algebraic systems, graph theory, and mathematical logic, thereby improving their analytical and problem-solving abilities.
The book is divided into 9 chapters, each containing the following content:
Basic Knowledge Points: Detailed summaries of the knowledge points in each chapter, emphasizing the integration and coherence between chapters;
Exercises and Solutions: A selection of numerous exercises related to the knowledge points, including multiple-choice questions, fill-in-the-blank questions, and short-answer questions, with difficulty ranging from easy to advanced. These exercises cover both the assessment of basic knowledge points and postgraduate entrance examination questions from major universities. Typical exercises are explained from different perspectives and with multiple methods, focusing on the understanding of fundamental concepts and the development of comprehensive problem-solving skills.
This book is suitable for students in computer science and related fields at universities as a supplementary learning guide. It is also an excellent review material for those preparing for postgraduate entrance examinations in computer science. Additionally, it is suitable for self-study candidates preparing for the Computer Rank Examination (Level 3 or 4).