I. Major Program Requirements
Required classes:
| MA 131 | Calculus of Single Variable Functions | 4 |
| or | |
| MA 121 | Differential Calculus | 3 |
| MA 122 | Integral Calculus | 3 |
| | |
| MA 232 | Differential Equations and Linear Alg I | 4 |
| or | |
| MA 141 | Introduction to Mathematical Modeling | 4 |
| | |
| MA 233 | Multivariable Calculus | 4 |
| MA 306 | Real Analysis | 3 |
| MA 315 | Probability and Statistics | 3 |
| MA 321 | Math in the Mountains | 3 |
| MA 328 | Modern Applications of Discrete Math | 3 |
| MA 334 | Advanced Differential Equations and Linear Algebra | 4 |
| MA 342 | Applied Numerical Methods & Analysis-WI | 3 |
| MA 366 | Junior Seminar | 1 |
| MA 401 | Abstract Algebra and Modern Geometry | 3 |
| MA 406 | Complex Analysis | 3 |
| MA 421 | Math Optimizatn, Applications & Analysis | 3 |
| | |
| MA 422 | Senior Project | 3 |
| or | |
| MA 499 | Senior Thesis | 1.00 - 3.00 |
MA 499: for a total of at least 3 credits
II. Required Cognate Concentration, Minor, or Second Major
The course of study for a Bachelor of Arts degree with a major in mathematics requires selection of a cognate concentration, a minor, or a second major, approved by the student’s faculty advisor and the chair of the mathematics department. Approved selections include Biology, Business and Economics, Chemistry, Computer Science, Data Science, Engineering, Environmental Science, Physics, Operations Research, and Geographical Information Systems. In consultation with faculty advisors and the mathematics department chair, a student can develop a proposal for a cognate concentration, minor, or a second major other than those listed. Requirements for approved concentrations, minors, and second majors are as follows:
A. Concentration in Biology
A minor or a second major in biology.
B. Concentration in Business and Economics
| BA 203 | Principles of Financial Accounting | 3 |
| BA 204 | Principles of Managerial Accounting | 3 |
| BA 313 | Managerial Finance | 3 |
| BA 375 | Fundamentals of Management | 3 |
| BA 309 | Operations Research | 3 |
| | |
| EC 201 | Principles of Microeconomics | 3 |
| EC 202 | Principles of Macroeconomics | 3 |
| or | |
| EC 203 | Project Management Economics | 3 |
Plus 3 additional BA, CS, or EC credits at the 200 level or above approved by the mathematics department.
C. Concentration in Chemistry
A minor or a second major in chemistry.
D. Concentration in Computer Science
A minor or a second major in computer science.
E. Concentration in Data Science
A minor or a second major in data science.
F. Concentration in Engineering
| CH 101 | General Chemistry I | 3 |
| CH 101L | General Chemistry I Lab General Chemistry Lab | 1 |
| and | |
| CH 102 | General Chemistry II | 3 |
| CH 102L | General Chemistry II Lab | 1 |
| or | |
| CH 111 | Essentials of Chemistry: General | 3 |
| CH 111L | Essentials of Chemistry Lab | 1 |
| and | |
| BI 102 | Human Biology | 4 |
| | |
| ENGR 302 | Engineering Mechanics I: Statics | 3 |
| PHYS 205 | Physics Using Calculus I: Mechanics | 4 |
| PHYS 206 | Physics Using Calculus II | 4 |
| CS 110 | Introduction to Programming | 4 |
Plus at least twelve additional semester-credit hours in technical elective courses at the 300 level or above selected in consultation with an engineering advisor.
G. Concentration in Environmental Science
H. Concentration in Physics
A minor or a second major in physics.
I. Concentration in Operations Research
| CS 110 | Introduction to Programming | 4 |
| CS 120 | Data Structures and Program Design | 4 |
| CS 230 | Software Engineering (WI) | 4 |
| CS 310 | Database Design | 4 |
| EC 201 | Principles of Microeconomics | 3 |
| EC 202 | Principles of Macroeconomics | 3 |
| BA 309 | Operations Research | 3 |
J. Concentration in Geographical Information Systems
To earn a Bachelor of Arts degree with a major in mathematics, a student must pass the mathematics senior exit exam and earn a grade of “C-” or better in all of the courses listed under “Major Program Requirements,” “Required Cognate Concentration or Minor,” and “Other Program Requirements.” A lesser grade in any of these courses must be replaced before the Bachelor of Arts degree with a major in mathematics will be granted. In addition, lesser grades in any of these courses preclude taking subsequent courses for which the deficient courses are prerequisite.