The Graduate Program in Applied Mathematics comprises mathematics and its applications to a range of areas, to the mathematical sciences (including computer science and statistics), and to the other sciences and engineering. Topics covered by the program include classical and modern applied harmonic analysis, linear and nonlinear partial differential equations, numerical analysis, scientific computing and applications, discrete algorithms, combinatorics and combinatorial optimization, graph algorithms, geometric algorithms, discrete mathematics and applications, statistical theory and applications, probability theory and applications, information theory, econometrics, financial mathematics, statistical computing, and applications of mathematical and computational techniques to fluid mechanics, combustion, and other scientific and engineering problems.

1、 classical and modern applied harmonic analysis

2、 linear and nonlinear partial differential equations

3、numerical analysis

4、scientific computing and applications

5、discrete algorithms

6、combinatorics and combinatorial optimization

7、 graph algorithms

8、geometric algorithms

9、 discrete mathematics and applications

10、statistical theory and applications

11、probability theory and applications

12、information theory

13、 financial mathematics

14、 statistical computing

1、古典與現(xiàn)代應(yīng)用諧波分析

2、線性和非線性偏微分方程

3、數(shù)值分析

4、科學(xué)計算和應(yīng)用

5、離散算法

6、組合及組合優(yōu)化

7、圖形算法

8、幾何算法

9、離散數(shù)學(xué)和應(yīng)用

10、統(tǒng)計理論和應(yīng)用

11、概率論與應(yīng)用

12、信息理論

13、金融數(shù)學(xué)

14、統(tǒng)計計算