1, advanced mathematics: series, differential, derivative, mean value theorem, definite integral, indefinite integral, linear space, multivariate function, differential equation, curve integral, surface integral and so on.

2. Linear algebra: matrix, determinant, linear equation, rank of matrix, inner product, positive definite matrix, characteristic equation, similarity matrix, etc.

3. Probability statistics: hypothesis testing, parameter estimation, classical probability, probability distribution, feature quantity, etc.

Pay attention to thinking and summing up in the process of doing the problem.

Mathematics is not equal to doing problems, but learning mathematics well is bound to do problems. So how do you do the problem? We say that a solid foundation is fundamental, and then do the problem on this basis.

At the same time, I remind you that you must form a good habit of reviewing and work out the math problems you get from beginning to end. This is a kind of training of calculation ability, especially when the amount of calculation is large. Without the usual training, it is difficult to have enough spare ability in a short time in the actual exam.