Overview

The Applied Mathematics major concerns applications of mathematics to the sciences, including the life, social and physical sciences, and engineering.

Learning Outcomes

1.
Strong mathematical content knowledge of single and multivariate differential and integral calculus, and differential equations
2.
Ability to synthesize material, solve problems, and think abstractly
3.
Familiarity with linear algebra, techniques of proof, and foundations of real analysis
4.
Ability to perform basic computer programming, especially in C++

Entry to the Major

Admission

Pre-Major

First-Year Students

Transfer Students

Major Requirements

The Major

Honors Program

Computing Specialization

Policies

Preparation for the Major Policies

The Major Policies

Honors Program