The examination subjects of Mathematics 1 are: advanced mathematics, linear algebra, probability theory and mathematical statistics. The proportion of each subject is: advanced mathematics 56%, linear algebra 22%, probability theory and mathematical statistics 22%.

(1) Advanced Mathematics: In Tongji Sixth Edition Advanced Mathematics, except for Euler Equation and Bernoulli Equation with numbers in Chapter 7, all other numbers are not tested; All "approximate" questions are not tested; The fourth chapter is the use of indefinite integral, without integral table; Chapter 9, section 5, the case of not taking the equation test; Section 5 of Chapter 12 does not test Euler's formula;

(2) Linear Algebra: The textbook of mathematics is chapter 1-5 of Tongji Fifth Edition Linear Algebra: determinant, matrix and its operation, elementary transformation of matrix and its equations, linear correlation of vector groups, similar matrix and quadratic form. Among them, the vector space with linear correlation of vector groups and the combination of linear equations and spatial analytic geometry should also be tested;

(3) Probability and mathematical statistics: basic concepts of probability theory, random variables and their distribution, multidimensional random variables and their distribution, numerical characteristics of random variables, law of large numbers and central limit theorem, samples and sampling distribution, parameter estimation and hypothesis testing.

First of all, the content structure of the test paper is different

1, Mathematics III: Calculus 60%, Linear Algebra 20%. Probability theory and mathematical statistics 20%.

2. Mathematics 1: advanced mathematics 56%, linear algebra 22%. Probability theory and mathematical statistics 22%.

Second, the subject is different.

1, Mathematics III: Calculus, Linear Algebra, Probability Theory, Mathematical Statistics.

2. Mathematics 1: advanced mathematics, linear algebra, probability statistics.

How to Review Mathematics for Postgraduate Entrance Examination

Take the number three as an example:

First of all, the subjects of the mathematics three exams include twelve chapters of high mathematics; Six chapters of linear algebra; There are seven chapters in probability theory and mathematical statistics, including 25 chapters. The study materials include offline courses and real-time supplements provided by the postgraduate entrance examination, Li Yongle 660 basic questions (used for pre-course exercises) and Zhang Yu 1000 questions (used for mid-stage exercises).

Each chapter of video course averages 3-6 hours.

Secondly, the preparation period is assumed to be from May of 1 year to February 23rd of 12, with a total of 7 months and 23 days, of which 7 months have nearly 20 days as the intensive training period. In 65438+February, I attended the postgraduate entrance examination improvement course for 7 days in nearly 1 week. Except for the 27-day institutional courses, the rest can be freely deployed for nearly 7 months.