2026-2027 Undergraduate Catalog
Area of Emphasis
Students must complete requirements in one of the following areas of emphasis:
- Mathematics
- Statistics
Mathematics
| Code | Title | Credits |
|---|---|---|
| Writing Competency | 0-3 | |
| Required: | ||
| Research and Rhetoric 1 | ||
| Supporting Courses | 16 | |
| Required: | ||
| Calculus and Analytic Geometry I | ||
| Calculus and Analytic Geometry II | ||
| Multivariate Calculus | ||
| Introductory Statistics | ||
| Upper-Level Courses | 27 | |
| Required: | ||
| Ordinary Differential Equations | ||
| Proofs in Number Theory and Topology | ||
| Linear Algebra and Matrix Theory | ||
| Analysis | ||
| Abstract Algebra | ||
| Applied Mathematical Optimization | ||
| Foundations of Geometry | ||
| Elective Courses | ||
| Choose one course: | ||
| Partial Differential Equations | ||
| Complex Analysis | ||
| Special Topics in Mathematics | ||
| Total Credits | 43-46 | |
- 1
May be satisfied with an ACT English score of 32 or higher, or a SAT Reading score of 39 or higher, or an equivalent writing competency in another major.
Statistics
| Code | Title | Credits |
|---|---|---|
| Writing Competency | 0-3 | |
| Required: | ||
| Research and Rhetoric 1 | ||
| Supporting Courses | 16 | |
| Required: | ||
| Calculus and Analytic Geometry I | ||
| Calculus and Analytic Geometry II | ||
| Multivariate Calculus | ||
| Introductory Statistics | ||
| Upper-Level Courses | 31 | |
| Required: | ||
| Statistical Programming | ||
| Proofs in Number Theory and Topology | ||
| Linear Algebra and Matrix Theory | ||
| Analysis | ||
| Applied Regression Analysis | ||
| Applied Mathematical Optimization | ||
| Theory of Probability | ||
| Mathematical Statistics | ||
Elective Course | ||
| Cchoose one course: | ||
| Design of Experiments | ||
| Multivariate Statistical Analysis | ||
| Special Topics in Mathematics | ||
| Total Credits | 47-50 | |
- 1
May be satisfied with an ACT English score of 32 or higher, or a SAT Reading score of 39 or higher, or an equivalent writing competency in another major.