Generally speaking, the first specialized course of mathematics postgraduate entrance examination should be the synthesis of several points (mainly several points, and there may be real complex variable functions, etc.). ), the second main course is several generations (mainly high generations, and there may be modern algebra, etc. ). The second interview should be selected from real variable function, complex variable function, modern algebra, differential geometry, functional analysis, ordinary differential, partial differential and other subjects.

If you review, I suggest that you try to find the graduate students who are taking the postgraduate entrance examination before taking the target major, and ask about the routine of the questions, or the scope and difficulty of the usual exams for undergraduates. Different schools have different approaches to mathematics, and review is also wrong. For abnormal subjects such as real variables, functional and partial differential, it is difficult for you to master the examination time correctly if you bury yourself in reviewing.