Which book is used for the postgraduate entrance examination of linear algebra? General linear algebra is written by Ju Yuma of Tsinghua University Publishing House, or engineering linear algebra of Tongji University.
Linear algebra is a branch of mathematics, and its research objects are vectors, vector spaces, linear transformations and finite-dimensional linear equations.
Which textbook is better for linear algebra postgraduate entrance examination? Textbook: Linear Algebra.
Tutorial Book: Li Yongle's Lecture on Linear Algebra.
What textbook is better for reviewing linear algebra for postgraduate entrance examination? For example, please point out that the fourth edition of Tongji University Linear Algebra (the fifth edition was published in May 2007-1, which will be used by the first batch of undergraduates when they take the postgraduate entrance examination): light and short, concise and easy to understand, suitable for students with poor foundation.
Tsinghua's third edition of Linear Algebra: detailed, detailed and in-depth, suitable for students with plenty of time. If there is enough time, I recommend this book, because the online textbook of Tongji edition is quite different from the online part of postgraduate entrance examination, so it is not easy to adapt.
Which book "Linear Algebra", "Advanced Mathematics", "Probability" and "Probability" are used for the third grade review of mathematics for postgraduate entrance examination? Introduce the corresponding teaching materials of postgraduate mathematics. Note that it is "corresponding" and there is no "designated" textbook for postgraduate entrance examination. Advanced Mathematics (Volume I) (Tongji 5th Edition), Linear Algebra (Tongji 4th Edition), Probability Theory and Mathematical Statistics (Zhejiang University 3rd Edition). Calculus should also use advanced mathematics textbooks, not liberal arts mathematics textbooks. I think it is best to use Chen Wendeng's in advanced mathematics (calculus), Li Yongle's in linear algebra, and both of them can be used in probability theory and mathematical statistics. The following is the scope of Math III:
Mathematics three
Calculus, linear algebra, five chapters before the exam, probability theory and mathematical statistics, chapter 8, section 5.
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