文理学院
课程
应用数学B.A. curriculum is best suited for students who seek advanced mathematical training and a flexible curriculum that allows for second majors in other fields.
- Demonstrate facility with the techniques of single and multivariable calculus and linear algebra.
- Effectively communicate mathematical ideas, orally and in writing.
- Make symbolic calculations by hand and numerical calculations using MATLAB or other appropriate software.
- Reproduce essential assumptions, definitions, examples and statements of important theorems.
- Describe the logical structure of the standard proof formats, reproduce the underlying ideas of the proofs of basic theorems and create simple original proofs.
- Solve problems using advanced undergraduate methods from one of the following areas: differential and linear equations, 分析, 概率与统计.
B.A. 和B.S. in 应用数学 both provide strong mathematical training and coursework while allowing students the flexibility to pursue additional majors. B.A. focuses 更多的 heavily on computations and algorithms, whereas the B.S. includes a focus on proof-writing. 因此，B.A. is well suited for students who will pursue careers that intersect with mathematics, while the B.S. is well suited for students who will seek further education in mathematics beyond the undergraduate level and/or pursue careers in science, 技术与工程 that require this advanced training.
- 先进的计算
- Partial Differential Equations and Fourier Series
- Numerical Methods with Programming
- Fourier Series, Transforms and Wavelets
- 应用线性代数
课外的机会
导读计划
的 导读计划 pairs undergraduate students with graduate mentors for a semester-long reading project.
研究领域
In the Department of 数学, you will learn from and have the opportunity to conduct research alongside faculty with expertise across a range of research areas. 当前的 研究小组 关注代数, 分析, 应用数学, 组合, 几何, 拓扑结构, 数学教育, 概率与统计.