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Which reference book is better for science and engineering to review postgraduate mathematics?
Math: Just look at the essence of each book.

I sigh when I read calculus, linear algebra-Li Yongle, probability theory and mathematical statistics-Gong Zhaoren's personal habits are for reference only, and the key points are that he is the most important, and the book is for your service. It is particularly important to learn to read selectively according to your own requirements, especially when time is pressing.

20 10 Li counts a review book+complete solutions to exercises

This book is less than 50 pages and I can't understand it. Many people feel good after using it, including my friends who are also using this book. But personally, it doesn't suit my taste, and I feel that the calculus part is a bit piled up. Because I'm not ugly and I don't comment much. I suggest you read the book yourself before you buy it.

Jolin Tsai's guide notes in 2008 are highly recommended-this book is out of print, but you should be able to find it if you work hard.

I only read the calculus part. I think it's classic. The ideas in it are clear, and the content is written according to the examination outline. The examples are few and precise, and the analysis and summary after the examples are very useful. I only watched it twice because of time. If I had time to watch it a few times, calculus would be a cinch.

20 10 golden list series-Li Yongle's guide notes on linear algebra recommend this book.

This is a classic of linear algebra that I have read. After reading this book, I feel that this linear algebra is in Laozi. The difficulty is moderate, there are not many examples, and it is efficient and effective.

20 10 lectures on probability theory and mathematical statistics, edited by Gong Zhaoren.

It's well written and well understood. Personally, I think some places are complicated and some places are a little too deep, but overall it is still very good. A very thin book, some of which are very light and kind.

In 2009, Li Li counted a calendar year's examination questions. Recommend this book.

I use version 09, and the difference from version 20 10 is that there are 94 real questions, but the real questions in 2009 are missing.

Analyzing Li calendar year's test questions, I think this is the basis of practice. Be sure to master this book. It's full of real questions. The difficulty, direction and scope are all right. You can't do it too many times. Intermediate goal, the questions inside can be done. The ultimate goal is to analyze the topic, try to figure out the intention of the topic, and summarize the methods and ideas.

20 10 the first classic 400 questions of lies

*** 10 set of simulation questions. Good writing practice. But it has little to do with the real questions of the postgraduate entrance examination. I have time to practice my hands. This book is great. If you don't have time, you can just pick a few articles to do.

Jin Bang Li Yongle 660 Q.

Although the slogan of the basic topic is used, in fact, some of the topics are very difficult. This knowledge is quite extensive, and the types of topics and skills involved are quite enough for postgraduate entrance examination. In fact, many so-called fill-in-the-blank choices have become big problems. Therefore, I personally feel that if this book is won, then the basic topic of postgraduate entrance examination is no problem, and it is also quite beneficial to the big topic.

20 10 golden list Li Yongle mathematics whole course prediction 100 660 sisters, all big topics.

I have done more than half of it, and I feel that it is difficult enough, wide enough and energetic. I suggest sitting down.

On 20 10, the number of closed volumes before the exam in Chen Wendeng is dense.

I often read it before the exam, which is divided into real questions in 2009, three sets of simulation questions and tips for top students before the exam [this is the key point, I bought this for it, and it is also very useful]