加州大學河濱分校應(yīng)用數(shù)學

At UCR, our graduate studies program emphasizes strong interaction with faculty in order to gain maximum benefit from course work. First, it allows students to explore new mathematical understanding in both personal and social contexts. Secondly, it immerses students deeply in exploration, inquiry and analysis. Finally, it familiarizes students with the ever-changing body of research literature related to learning and teaching mathematics and contemporary research methodologies.
The cumulative experiences of our mathematics program prepare graduates to conduct quality research in universities or industry, to take on important leadership roles in mathematics education communities, and to enter classrooms better equipped to teach lessons that encourage deeper mathematical thinking.

1、Applied Algebra

2、Mathematical Methods in Physics & Engineering

3、Combinatorial Algorithms

4、Combinatorics

5、Numerical Mathematics

6、Numerical Optimization

7、Numerical Partial Differential Equations

8、Scientific Computation

9、Complex Analysis

10、Real Analysis

11、Ordinary Differential Equations

12、Partial Differential Equations

1、應(yīng)用代數(shù)

2、數(shù)學方法在物理和工程中的數(shù)學方法

3、組合算法

4、組合學

5、數(shù)值數(shù)學

6、數(shù)值優(yōu)化

7、數(shù)值偏微分方程

8、科學計算

9、復(fù)數(shù)分析

10、實數(shù)分析

11、常微分方程

12、偏微分方程