1. Selection of teaching materials: starting from high school textbooks.
Textbooks for mathematics postgraduate entrance examination: advanced mathematics and linear algebra are published by Tongji University, and probability theory and mathematical statistics are published by Zhejiang University.
It is a very painful thing to pick up the math textbook again. I haven't seen high school mathematics for several years, and I've almost forgotten some of my only mathematical knowledge, not to mention such difficult things as high numbers, line generation and probability. So when you start reviewing, you should first take out all the high school textbooks to review. The most important thing is to review some basic concepts related to postgraduate mathematics, such as the most basic knowledge. It is much easier to get familiar with the knowledge points of high school and lay a good foundation in the math review for postgraduate entrance examination than to delve into those abstruse things from the beginning.
2. Review process: If you can't do it once, watch it again.
Because the foundation is poor, we should pay more attention to the foundation when reviewing. It's best to review the textbook first, remember some important concepts, formulas and theorems, mark those that can't be done, and read them repeatedly until you understand them. At the same time, do some exercises after class and apply the formulas and theorems seen in the textbook to practice. As for the exercises, it is best to do the exercises at the back of the textbook after class, read each question carefully several times, write down the questions that can't be answered, discuss with others after reading the answers or do them again by yourself, and thoroughly understand the ideas and methods of solving problems. It is better to buy a notebook and write down your daily plans, questions you don't understand and important knowledge points. It is more convenient to have a look at it when you are free. Because sometimes after a period of time, you will forget everything you have learned before, and it is a waste of time to look for it directly in the textbook.
3. Problem solving: crazy problem solving, crazy summary
Many candidates are prone to make mistakes when reviewing the postgraduate mathematics. Many candidates disdain the basic questions, thinking that these things are simple, just "look", do not need to use a pen to calculate, and rarely write questions. As a result, as you can imagine, you are familiar with the final exam, and you have lost points in many basic questions, so it is difficult to get good grades. Therefore, when learning mathematics, we must do a certain number of problems, and we must do some typical problems repeatedly, so that one problem is diverse and changeable, which can exercise our understanding ability and abstract thinking ability. People with a foundation are still like this, and I am crazy about summing up the questions. The proof of some basic theorems, the derivation of basic formulas and some basic exercises should be "Practice makes perfect". Mathematics review only slowly, slowly and steadily, step by step, step by step to review, in order to achieve good results.