Individuals who read the textbooks recommend Tongji University Advanced Mathematics 7th Edition, Linear Algebra 6th Edition and Zhejiang University Probability and Mathematical Statistics 4th Edition.
When reading a textbook, you don't need to read all the contents. Some contents do not need to be understood in postgraduate mathematics. Similarly, you don't need to do all the after-school questions, and some after-school questions won't be like that.
In the eyes of many people, the role of textbooks is to look at concepts. As a result, after reading for several months, I can't remember anything, and my time is wasted.
That is, when reading the textbook, find a notebook, and after each class, choose 1 question, final 1 question and intermediate question from all after-school questions.
Tell me the reason for doing this. It takes into account the scope and difficulty. As we all know, the difficulty of after-class questions develops from simple to difficult, so if all the difficulties can be solved, it will prove that this part of knowledge has passed.
Matters needing attention in postgraduate mathematics:
1, emphasizing learning rather than reviewing.
For most students, due to the early learning time of advanced mathematics, and the original learning difficulty is not great, plus forgetting, I am afraid that there is not much mathematics knowledge left now. So this time, we should emphasize learning, take the initiative to re-learn, do it yourself and think for yourself.
2. Selection of review order.
Mathematics is an examination subject, including three courses. You may forget calculus when you learn probability, and forget probability when you learn line generation, so you should review it repeatedly and gradually shorten this cycle.
We don't advocate three courses going hand in hand. After all, there are differences between the three courses. If you want to learn a course, you should master it first, and then move on. Cooking raw food will make you feel difficult to ride a tiger, and then you will spend more time cleaning up the mess. As for the order of the three courses, you can choose according to your own situation, and there is no hard and fast rule.
3. Pay attention to details and depth.
In the process of learning, we must try our best to fully understand and master the knowledge points. Because the exam outline is not written in the order of chapters in the textbook, we can study for a period of time first, and then evaluate the review of knowledge points according to the outline. Write more, do more calculations, and work out the results of each big problem. Don't think that if you can think, you don't have to do it, but do it right. Blind sakura, sensitive, confident and low-minded, will lead to poor calculation ability and slow problem solving. Once problems get stuck in the examination room, you will panic.
4. Emphasize active personal participation and organize notes.
Pay attention to write down your feelings in the process of learning. You can dig deep into the connotation of examples in the form of inscriptions, or you can just take notes in books. This is very important. Put it aside and do it in the third round of review, so that in the last round, we will have our own rational notes, and it will be much easier to review.
Some students say that the best way to learn linear algebra is to deduce it yourself, which makes sense. In fact, if we adopt this attitude in learning everything, we will certainly learn well.