Postgraduate entrance examination mathematics 1: advanced mathematics, linear algebra, probability theory, mathematical statistics. Advanced mathematics accounts for 56%, linear algebra for 22%, probability theory and mathematical statistics for 22%.

Postgraduate Mathematics II: Advanced Mathematics and Linear Algebra. Advanced mathematics accounts for 78%, and linear algebra accounts for 22%.

Math 3: calculus, linear algebra, probability theory, mathematical statistics. Calculus accounts for 56%, linear algebra for 22%, probability theory and mathematical statistics for 22%.

Postgraduate entrance examination mathematics examination requirements:

1. Understand the concepts of convergence and sum of convergent constant series, and master the basic properties of series and the necessary conditions for convergence.

2. Master the conditions of geometric series and convergence and divergence of series.

3. Master the comparison discrimination method and ratio discrimination method of positive series convergence, and use the root value discrimination method.

4. Master the Leibniz discriminant method of staggered series.

5. Understand the concepts of absolute convergence and conditional convergence of arbitrary series.

6. Understand the convergence domain of function term series and the concept of function.