For graduate mathematics:
This stage is the stage of laying a solid foundation. Let's focus on the math textbook. High numbers are large blocks, and probability and line generation are relatively simple. Tilt the time to a higher number, and there will be more scores. Read more textbooks, just like learning for the first time, and have a good understanding of the knowledge points and theorems of textbooks. It is best to cooperate with last year's mathematics postgraduate entrance examination outline and focus on it. It is not recommended to do all the exercises after class. Just choose some representative exercises, think about other ideas and look at the answer book. It's a waste of time to do everything, as long as you master the methods and problem-solving skills. After that, review the whole book, 660 or something, and then the real question. Plan your time and itinerary well. Learn slowly, but don't worry. Post a summary for your reference, I hope it will help you. I have considered my math exam, so I hope to adopt it.
1, the encyclopedia of mathematics review in Li Zhengyuan, Li Yongle * * * *, the same practical guide to mathematics review in Wendeng Chen * * *, but Wendeng pays attention to skills, the essence of which is calculus, and Yongle pays attention to foundation. Moreover, judging from the exams in the past three years, the whole book is more suitable for postgraduate entrance examination, and some contents of Wendeng are beyond the outline. If you have bought Wendeng's review guide, it is highly recommended to buy Yongle's lecture on linear algebra, because Yongle's line generation is very simple and can make up for Wendeng's lack of line generation. Comrades who want to get high marks can choose both (personally, they want both books);
2. The math foundation doesn't have to pass 660 questions, but it is already very good as a basic exercise in the early stage.
3, the real questions over the years. It is best to have two versions, one is Yongle's "Analysis of Examination Questions over the Years" * * *, which has the advantage of being classified according to chapters, with annotations behind the topics, so you can self-test the previous examination papers over the years; Another article, "Research on Mathematics Postgraduate Entrance Examination Questions over the Years" by Wu Zhongxiang of Xi Jiaotong University, has the advantages of classification by chapter, analysis of test sites and classified statistics. There are synchronization exercises at the end of each chapter. If you can't buy these two books, the real questions in any other version are the same. There is also a recommendation, you can pay a set of dedicated postgraduate questions * * * *, which is very cost-effective. As long as you buy two more books for 2 yuan, you won't lose money, because if you do the real questions several times, your score will grow a few points. Just explain it in detail.
4. "The final sprint of mathematics exceeds 135" * * * * *; Or Wendeng's "Problems and Exercises" * * as the final sprint to check and fill the gaps.
5. Li Yongle's "400 classic mathematical simulation problems" should be done at least three times * * * * *. Don't buy more other simulation questions. Although it is called sea tactics, it is too wasteful, and it will affect your mood if you don't do it. Bourne's simulation questions * * *, as well as Kaoru's simulation questions * * *, can be downloaded to the topic of Polytechnic University, and the best * * * * is close to the real question.
6. In addition, the better guidance books are "Methods and Skills of Solving Multiple-choice Questions in Postgraduate Mathematics" and "Lecture Notes on Probability Theory and Mathematical Statistics (Improved Articles)". You can download the online courseware of New Oriental if you can. This courseware is enough. It is best to go to Yongle's lecture on linear algebra in 2005, which is very classic, and Fei Yunjie's lecture on probability in 2006 is also very classic. Other Tian Genbao's line generation and probability courseware are not needed and are not recommended; Wendeng's sprint lecture is unnecessary, let alone the remedial class. In principle, if you can watch it by yourself, you don't need courseware, because attending classes is a waste of time. If the foundation is really bad, go to class.
Remember, a good book can help you reach the finish line faster. But there are not many books, so we must do them several times and sum up the methods. Courseware is a waste of time. Don't use courseware if you can understand it.
Hope to adopt