Notes of Bibliographic Author Publishing House
Higher Mathematics (Volume I) Higher Education Press Fifth or Fourth Edition Tongji University Applied Mathematics Department
Calculus, Economic Mathematics, Wu Chuansheng and other higher education publishing houses.
Linear Algebra, Wu Chuansheng and other higher education publishing houses-
"Probability Theory and Mathematical Statistics" Wu Chuansheng and other higher education publishing houses-
Probability Theory and Mathematical Statistics Zhejiang University Zhu Sheng Higher Education Press-
Note: Probability and mathematical statistics can be selected from Zhejiang University Edition and Wu Chuansheng Edition.
Because there is calculus in the textbook of advanced mathematics, you can only buy one of them. Because most people have the Tongji version of Advanced Mathematics, you can naturally understand what to take and what not to take by comparing the catalogues of the two books, such as space vectors and multiple integrals. At a glance, the purpose of review is better and clearer. But it may be better to read two books together ~
Information recommendation:
1, Li Yongle Postgraduate Mathematics 3- Mathematics Review Book+Complete Solution of Exercises (Economics)
2, "Li Yongle one's deceased father grind mathematics examination questions over the years analysis (math 3) true questions".
Generally speaking, reading the above textbooks is generally enough.
However, if you want to get high marks, textbooks are definitely not enough. At least you should make a review guide. It's normal to do it 2-3 times. On the count of three, you mustn't touch Chen Wendeng's. I recommend Li Yongle's review guide to you, and then choose science and engineering or economics according to your major.
In short, take textbooks as a starting point, but don't spend too much time. The review of the guide must be completed at least twice.
I hope it helps you. Come on!
Attached:
The chapters in Tongji Edition to test the number three are: (corresponding to the number three chapters)
Chapter 1 Functions and Restrictions (Chapter 1 Functions)
Chapter II Derivative and Differential (Chapter II Limit and Continuity, Chapter III Derivative and Differential)
Chapter III Application of Differential Mean Value Theorem and Derivative (Chapter IV Application of Mean Value Theorem and Derivative)
Chapter IV Indefinite Integral (Chapter V Indefinite Integral)
Chapter V Integral (Chapter VI Definite Integral)
Chapter XII Infinite Series (Chapter VII Infinite Series)
Chapter 9 Differential Methods of Multivariate Functions and Their Applications (Chapter 8 Multivariate Functions)
(Chapter 9 Introduction to Differential Equations and Difference Equations)
Pay attention to the following ~ like Tongji's third chapter, section 7 and section 8, curvature and approximate solution of equations, as well as fifth chapter, section 4 and section 5, sixth chapter, section 2, eighth chapter related to space and vector, ninth chapter, section 6- 10, tenth chapter, section 2-5, and twelfth chapter, you don't have to waste time reading it ~ Besides, you like it.