1. Make a detailed review plan: Make a daily and weekly review plan according to your own schedule and review progress. Divide the review content into small pieces and focus on reviewing one or two knowledge points every day.
2. Do more real questions and simulation questions: By doing real questions and simulation questions, you can be familiar with exam questions and problem-solving ideas, and improve the speed and accuracy of problem solving. At the same time, you can find out your weak links by doing the questions and review them in a targeted manner.
3. Understanding concepts and principles: Mathematics is a basic subject, and understanding and mastering basic concepts and principles is the key to solving problems. Pay attention to the in-depth understanding of mathematical concepts, not just memorizing formulas.
4. Practice more calculation questions: calculation questions account for a large proportion in math exams, so do more calculation questions to improve calculation ability and accuracy. You can practice by brushing the problem software or finding some special calculation problem sets.
5. Pay attention to thinking training: Mathematics examination requires not only problem-solving ability, but also thinking ability. We should pay attention to cultivating the ability of logical thinking and analyzing problems, which can be improved by doing some thinking training questions.
6. Reasonable arrangement of rest time: It takes a long time to concentrate on reviewing postgraduate mathematics, but it is also necessary to arrange rest time reasonably to avoid excessive fatigue. You can have a rest every once in a while and do some relaxing activities to keep your body and mind healthy.
7. Communicate and discuss with others: Communicating and discussing with classmates or teachers can help you understand and consolidate your knowledge and discover your own shortcomings. You can organize group discussions or attend some remedial classes.
In a word, we should have a clear goal and a reasonable plan to review the postgraduate mathematics efficiently, pay attention to understanding and mastering basic concepts and principles, do more real and simulated questions, pay attention to thinking training, arrange rest time reasonably, and communicate and discuss with people more. Through continuous efforts and persistence, I believe we can achieve good results.