A major goal of our graduate program is to provide high quality research-based graduate training in Mathematics leading to a Ph.D. degree. The department also offers an M.S. degree. Given limited resources, this means that we can only admit the most outstanding applicants among those who apply. Admission decisions are based on a careful evaluation of completed applications on the basis of criteria which include academic credentials, quality of undergraduate institution, letters of recommendation, research credentials (or potential), teaching experience (or potential), relevant work experience, aptitude test scores (GRE), written and spoken communication abilities, and any other significant accomplishments.

1、Real Analysis I

2、Real Analysis II

3、Abstract Algebra I

4、Abstract Algebra II

5、Linear Algebra

6、 Harmonic Analysis

7、Manifolds, Tensors and Differential Geometry

8、Functional Analysis

9、Topology

10、General Theory of Algebraic Structures I

11、General Theory of Algebraic Structures II

12、Category Theory

13、Modern (Structural) Graph Theory

14、Extremal Graph Theory

1、實(shí)數(shù)分析1

2、實(shí)數(shù)分析2

3、抽象代數(shù)1

4、抽象代數(shù)2

5、線性代數(shù)

6、諧波分析

7、復(fù)寫，張量和微分幾何

8、功能分析

9、拓?fù)?

10、代數(shù)結(jié)構(gòu)通論1

11、代數(shù)結(jié)構(gòu)通論2

12、類別理論

13、現(xiàn)代（結(jié)構(gòu)）圖論

14、極值圖論