The first year of graduate students is basically a course, and the choice of other courses is relatively free except for the courses required by the major.
The mathematics course for graduate students also has compulsory courses similar to those for undergraduate students. In this regard, different schools may have different regulations. Take the College of Mathematics as an example, students can freely choose basic mathematics courses as "professional degree courses", which probably means that they must reach a certain credit to graduate, but students have the freedom to choose. Of course, these can only be decided in the first half of the semester and cannot be changed later.
The major of basic mathematics is two disciplines, and it is the first-class discipline of mathematics. It contains many research directions and new and dynamic interdisciplinary research directions. The latest research directions of basic mathematics mainly include: applied dynamic system, wavelet analysis, nonlinear functional analysis and algebraic representation theory.
Training objectives of basic mathematics specialty;
1, the ten masters trained in this discipline should be high-level professionals in basic mathematics, have a relatively solid and extensive mathematical foundation, understand the current progress and direction of this discipline, have received certain research and training in a sub-discipline, have systematic professional knowledge, initially have the ability to independently conduct theoretical research or solve practical problems with mathematical knowledge, and achieve theoretical or practical results in a certain professional direction.
2. Be proficient in a foreign language and be able to read foreign language materials of this major. After graduation, you can engage in scientific research, teaching or other practical work related to mathematics. Postgraduates trained in this discipline should have good scientific quality, rigorous academic attitude and strong pioneering spirit, be good at accepting new knowledge, putting forward new ideas and exploring new topics, and have strong adaptability.