1. Solid mathematical foundation: The core of the postgraduate entrance examination for mathematics majors is to master mathematical knowledge, so candidates need to have a solid mathematical foundation. This includes the knowledge reserve of basic courses such as advanced mathematics, linear algebra, probability theory and mathematical statistics.

2. Good logical thinking ability: Mathematics is a rigorous subject, which requires candidates to have good logical thinking ability. Being able to analyze, reason and solve problems is the basic requirement of the postgraduate entrance examination for mathematics majors.

3. Strong mathematical analysis and proof ability: Mathematical analysis is one of the important contents of the postgraduate entrance examination for mathematics majors, and candidates need to have strong mathematical analysis and proof ability. Including the understanding and application of concepts such as function, limit, derivative and integral, as well as the mastery of theorems and proof methods.

4. Familiar with the contents and questions of the mathematics professional examination: Candidates need to be familiar with the contents and questions of the postgraduate entrance examination for mathematics majors, understand the key points and difficulties of each subject, and review the preparation for the exam in a targeted manner.

5. Good time management and learning ability: the review period of the postgraduate entrance examination for mathematics majors is long. Candidates need to have good time management and learning ability, arrange their study plans reasonably, and make efficient use of their time to review and practice.

6. Persevering learning attitude: Postgraduate entrance examination for mathematics majors is a relatively arduous task, which requires candidates to have a persistent learning attitude. Only by studying and reviewing persistently can we get good grades.

In short, the postgraduate entrance examination for mathematics majors requires candidates to have a solid mathematical foundation, good logical thinking ability, strong mathematical analysis and proof ability, familiarity with examination contents and questions, good time management and learning ability, and persistent learning attitude.