1. Establish a solid mathematical foundation: Mathematical analysis is based on basic knowledge such as calculus, linear algebra and analytic geometry. Make sure you have mastered these basic knowledge, including functions, limits, derivatives, integrals, matrices, vectors and other concepts.

2. Understanding concepts and principles: Mathematical analysis is a highly theoretical subject, and it is very important to understand and master concepts and principles. When reading textbooks or reference books, we should carefully read and understand the definitions and properties of various concepts and their relationships.

3. Do more exercises: Mathematical analysis is a very practical subject. By doing a lot of exercises, we can deepen our understanding of concepts and principles and improve our ability to solve problems. Select some classic problem sets or exercises in the textbook to practice and gradually improve the difficulty.

4. Pay attention to the proof process: There are many theorems and propositions to prove in mathematical analysis. Paying attention to the proof process can help you deeply understand the connotation of theorems and propositions and cultivate logical thinking and reasoning ability. In the process of proof, we should pay attention to the rigor of logic and the handling of details.

5. Ask for help and communication: If you encounter difficulties or don't understand, don't hesitate to ask for help. You can consult teachers, classmates or math forums, and exchange discussions with others can broaden your mind and deepen your understanding of the problem.

6. Do more summary and induction: Learning mathematical analysis needs constant summary and induction, and organize the learned knowledge into a systematic framework. It can be summarized by writing notes, making mind maps or sorting out review materials, which is convenient for review and review.

7. Keep practicing and reviewing: Mathematical analysis is a subject that needs long-term accumulation and repeated practice, and needs to maintain continuous learning motivation and patience. Review exercises regularly, consolidate what you have learned and make up for the shortcomings in time.