Advanced mathematics
Advanced mathematics is one of the foundations of postgraduate entrance examination, including limit and continuity, differential calculus of univariate function, differential calculus of multivariate function, multiple integral, curve and surface integral and so on.
linear algebra
Linear algebra is an important part of mathematics one for postgraduate entrance examination, including vectors, matrices, linear equations, eigenvalues and eigenvectors.
Probability and mathematical statistics
Probability theory and mathematical statistics are the difficult parts in the first part of postgraduate mathematics, including random events and probability, random variables and their distribution, multidimensional random variables, parameter estimation, hypothesis testing and so on.
mathematical modeling
Mathematical modeling is the practical application part of 1, which requires candidates to have certain mathematical modeling ability, be able to build mathematical models according to practical problems, and solve and analyze them.
Suggestions on preparing for the postgraduate entrance examination in mathematics
We should deeply understand all knowledge points, especially advanced mathematics, probability theory and mathematical statistics. Candidates are advised to systematically sort out the knowledge they have learned and practice it repeatedly. At the same time, they should pay attention to the practical application of mathematical modeling and understand the establishment and solution methods of various mathematical models. In addition, paying attention to the problem-solving skills of real and simulated questions over the years is also the key to preparing for the exam.
Summary:
The preliminary examination scope of mathematics for postgraduate entrance examination mainly includes four parts: advanced mathematics, linear algebra, probability theory, mathematical statistics and mathematical modeling. When preparing for the exam, we should pay attention to systematic study and repeated practice, practical application and model building, be familiar with problem-solving skills, and comprehensively improve our mathematical ability.
In addition to learning the knowledge points within the examination scope, you can also take part in professional postgraduate mathematics remedial classes, and systematically review them with the guidance of teachers and the help of learning materials. In addition, it is also very important to conduct mock exams and self-tests regularly to find weak links and make up for them in time.
Adhere to the study plan and time management, maintain a positive attitude, and believe in your own efforts and preparation, which will definitely lay a solid foundation for achieving excellent results in mathematics for the postgraduate entrance examination.