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How to study the introduction of discrete mathematics systematically?
Introduction to Discrete Mathematics is a basic course for computer science, information science and other majors, which is of great significance for understanding the basic concepts and principles of computer science. The following are some suggestions for the systematic study of Introduction to Discrete Mathematics:

1. Select appropriate teaching materials: Choose discrete mathematics teaching materials with comprehensive contents and clear explanations, such as Discrete Mathematics and its Application and Introduction to Discrete Mathematics. These textbooks usually cover the basic concepts, theorems and proof methods of discrete mathematics, laying a solid foundation for subsequent study.

2. Make a study plan: Make a reasonable study plan according to the content of the textbook and your own actual situation. The introduction to discrete mathematics can be divided into several modules, such as set theory, graph theory, logic and so on. And then learn step by step in order.

3. Pay attention to the understanding of basic concepts and theorems: When learning Introduction to Discrete Mathematics, we should pay attention to the understanding of basic concepts and theorems, not just rote learning. By reading textbooks, consulting materials and participating in discussions, we can deeply understand the basic concepts and theorems of discrete mathematics.

4. Do more exercises: By doing exercises, you can test your understanding and mastery of the introduction to discrete mathematics. You can start with the exercises in the textbook and gradually improve the difficulty. At the same time, you can refer to some problem sets and solution sets of Introduction to Discrete Mathematics.

5. Join an online or offline study group: Join a study group of introduction to discrete mathematics, which can discuss problems with other learners, share experiences and improve the learning effect. In addition, you can also take some online or offline discrete mathematics introductory courses and follow the teacher's teaching progress.

6. Regular review and consolidation: Learning the introduction to discrete mathematics is a long-term process, which needs regular review and consolidation. You can check your learning results by taking notes, summarizing, and doing tests. , and timely discover and make up for knowledge blind spots.

7. Combine the introduction of discrete mathematics with practical application: The introduction of discrete mathematics has a wide range of applications in computer science, information science and other fields. In the process of learning, you can try to apply what you have learned to practical problems and improve your practical ability.