德克薩斯大學(xué)奧斯汀分校數(shù)學(xué)

While there are special actuarial options within the undergraduate and graduate mathematics degrees, actuarial studies is also available as an informal concentration and may be taken by students in any major. Such students take mathematics courses that cover preliminary examination learning objectives.
Besides calculus, linear algebra, probability and statistics, seven mathematics (M) actuarial courses plus one actuarial foundation (ACF) course anchor the actuarial program. Students who complete these courses and pass at least two professional examinations can be competitive in the actuarial job market.

1、Algebra

2、Real Analysis

3、Algebraic Topology

4、Methods of Applied Mathematics

5、Theory of Probability

6、Numerical Analysis: Algebra & Approx

7、Algebraic Number Theory

8、K-Theory as it Appears in Geometry

9、Rational Homotopy Theory

10、Harmonic Analysis

11、Partial Differentical Equations

12、Random Graphs and Stochastic Geometry

13、Stochastic Processes

1、代數(shù)

2、實(shí)數(shù)分析

3、代數(shù)拓?fù)?

4、應(yīng)用數(shù)學(xué)方法

5、概率論

6、數(shù)值分析：代數(shù)與約等于

7、代數(shù)數(shù)論

8、出現(xiàn)在幾何中的K理論

9、理性同倫理論

10、諧波分析

11、偏微分方程

12、隨機(jī)圖形和隨機(jī)幾何

13、隨機(jī)過(guò)程