College students need a systematic learning method and plan to learn advanced mathematics. Here are some suggestions:

1. Understand the curriculum requirements: First, understand the curriculum requirements and syllabus of advanced mathematics, and make clear the learning objectives and key contents.

2. Establish basic knowledge: Advanced mathematics is based on elementary mathematics, so we should review and consolidate the knowledge of elementary mathematics, including algebra, geometry and trigonometric functions.

3. Reading textbooks: Choose authoritative advanced mathematics textbooks and read them in chapter order. Understand the definitions and properties of various concepts, and master basic theorems and formulas.

4. Problem-solving: Advanced Mathematics is a highly practical subject. By doing problems, you can deepen your understanding and application ability of knowledge. You can start with simple topics and gradually increase the difficulty.

5. Participate in class discussion: actively participate in class discussion and exchange ideas and problem-solving methods with classmates and teachers. This helps to deepen the understanding of knowledge and improve the ability to solve problems.

6. Ask for help: If you encounter difficulties or don't understand, ask your teacher or classmates in time. You can also use Internet resources, such as online teaching videos and forums. , looking for answers and ideas to solve problems.

7. Do more exercises: Advanced mathematics needs a lot of exercises to consolidate knowledge and improve problem-solving ability. You can do more exercises, especially some classic and difficult questions, to improve your thinking ability and problem-solving skills.

8. Summary: Learning advanced mathematics requires constant summary, and the knowledge points and problem-solving methods are organized into notes or mind maps to facilitate review and review.

9. Do more practical problems: Advanced mathematics is widely used, and doing practical problems can improve the ability to solve practical problems.

10. Persist in practice: Advanced mathematics needs long-term persistence and practice, and cannot be eager for success. Only by keeping a certain study time every day and constantly learning and practicing can we achieve good results.