What are the recommendations for introductory books on linear algebra? Recommend two books:
Wait, I won't recommend it, because countless answers have been recommended upstairs. As the saying goes, come whenever you want, and do it with characteristics. The first one below is absolutely amazing. )
One is the geometric meaning of linear algebra: graphic linear algebra. Name of Publishing House: xidian university Publishing House. The vivid and meticulous degree of this book is absolutely comparable to that of Sude Mine, the mine owner who took the postgraduate entrance examination for mathematics.
In particular, the variable vector written in P46 is directly related to the linear equations, so you can immediately understand why the column vector of matrix A multiplied by the unknown is a dimension reduction operation in geometry for the matrix Ax=b of m× n, and I use "operation" instead of "linear transformation" here.
Summarized as follows:
Even if you forget the domestic textbooks, it is a waste of money to buy them. It's not that I'm arrogant, but that the author doesn't pay attention to us novice readers at all. Of course, if I have to recommend domestic diarrhea textbooks and videos, I recommend "Linear Algebra" by Professor Qin Jing of Shandong University or "Linear Algebra" by Professor Yang Wei of xidian university. A professor from Tsinghua University can only make do.
Compared with the previous two, it is a bit general, and after reading the previous chapters, my experience is the simplified Chinese translation of mit course. At least you've had enough final exams, so you won't be confused. In addition, love class and both have classes taught by Professor Qin and Professor Yang Wei, so we can watch them together.
Senior one students want to learn linear algebra by themselves. How to learn it from scratch? If they want to recommend a textbook of basic knowledge, Tongji Sixth Edition Linear Algebra will do. Need more detailed information, I have a ppt for the professor to use in class. However, I feel that the system of linear algebra in universities is rather chaotic now. I suggest looking at your own needs. If you simply expand your knowledge, it is not recommended to teach yourself linear algebra. Pay more attention to the types of questions and sort out the basic knowledge.
What textbook is recommended for linear algebra depends on whether you study mathematics or other science and technology. If you are a math major, the most recommended one is Zhang Xianke's supporting Tsinghua University Publishing House. This set of books has many advantages and is most suitable for beginners and deep learners of mathematics. Qiu's book Linear Algebra is also a good choice for students majoring in mathematics. His shortcoming is that he is too inky, which leads to the lack of systematicness in each chapter of the book. If you are a major in other fields, it is suggested that you spend more time choosing synchronous counseling books, because the theorems of other majors are relatively simple, and your main energy should be spent on applying skills to solve calculation problems, just like our thinking in high school mathematics. I recommend you to buy a book on linear algebra for Li Yongle's postgraduate entrance examination, which is completely sufficient for non-mathematics majors. Ps: It's naive for our math department to read this book now, and the questions on it can be worked out at a glance …
Is there linear algebra in Jinan in April? Is there linear algebra in Jinan's self-taught exam in April? There is no linear algebra in Jinan's self-taught exam in April.
If you have any questions about the self-taught/adult-taught examination, don't know the contents of the test sites for self-taught/adult-taught examination, and don't know the local policies for self-taught/adult-taught examination, click on Mr. official website at the bottom to get the review materials for free: /xl/