Whether it is scientific research data analysis, software development, three-dimensional animation production or financial insurance, international economy and trade, business administration, chemical and pharmaceutical industry, communication engineering, architectural design, etc. , can not be separated from the relevant professional knowledge of mathematics.

Mathematics major is closely related to other related majors, and the application of mathematics professional knowledge will be more extensive. Graduates are mainly oriented to science, technology and education departments, engaged in mathematics education, research and teaching. I can be a math teacher in ordinary primary and secondary schools, vocational middle schools, secondary specialized schools and various educational and training institutions, and I can also be engaged in math application, computer application software development, fund management and data processing in various enterprises.

The professional introduction of mathematics and applied mathematics teachers is as follows:

Mathematics and applied mathematics teachers' major is a comprehensive science and engineering major involving mathematics, applied mathematics and computer science. This major mainly trains mathematics normal students with solid advanced mathematics theory and practical application ability, trains excellent teachers for primary and secondary schools or advanced mathematics education, and also trains technical and management talents for related enterprises and institutions.

Linear algebra: this is one of the most important basic courses in mathematics and applied mathematics, and it is also the core course of this subject. This course mainly explains the basic concepts and theories such as vector space, linear transformation, matrix and its operation, eigenvalue and eigenvector. Candidates should be familiar with these basic concepts and theories when dealing with the examination of linear algebra, and pay attention to the understanding and application of proof.

This course mainly involves basic theories such as calculus theory, numerical analysis, ordinary differential equations, and related practical applications. Candidates need to master the prerequisite knowledge and calculation methods, accurately analyze and solve complex mathematical problems, and also need to master some commonly used numerical methods and calculation tools.