Mathematics (B.S.)

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Student Learning Outcomes for Mathematics:

Students will be able to:

Solve problems using fundamental concepts of calculus, linear algebra, discrete mathematics, probability, abstract algebra, and real analysis.
Communicate precise mathematical arguments, both orally and in writing, using professionally accepted conventions of language for mathematical proofs and construction of counterexamples.
Offer well-reasoned critiques of mathematical arguments presented in professional contexts.
Use mathematical software and one or more programming languages to solve mathematical problems or demonstrate mathematical ideas.

All mathematics majors are required to take a minimum of 45 credits in mathematics courses, including:

MA 121 - MA Calculus I
MA 122 - Calculus II
MA 201 - Linear Algebra
MA 222 - Calculus III
MA 235 - Introduction to Mathematical Proofs
MA 301 - Abstract Algebra
MA 351 - Theory of Probability
MA 421 - Real Analysis
CS 121 - MA Computer Science I (should be taken as early as possible)
Acceptable mathematics electives are courses numbered 251 or above

As part of these requirements, students may elect one of the following concentrations:

Applied Mathematics concentration

Student Learning Outcomes for Applied Mathematics concentration:

Students will be able to:

Solve problems using fundamental concepts of physics.
Demonstrate a high level of proficiency of applied problem solving in computer science, and in three out of the following four areas: differential equations, operations research, statistics, and numerical analysis.

The Applied Mathematics concentration provides a background in applied mathematics and statistics, enabling graduates to seek careers in government and industry, or to pursue graduate work in applied mathematics or statistics. The Applied Mathematics concentration requires:

CS 122 - Computer Science II
PHY 200 - College Physics I
Four credits of acceptable mathematics electives

12 credits selected from:

Pure Mathematics concentration

Student Learning Outcomes for Pure Mathematics concentration:

Students will be able to:

Demonstrate facility with the higher level of abstraction required for graduate-level work in pure mathematics.
Demonstrate independent thinking and interest in mathematics.

The Pure Mathematics concentration is designed to provide a foundation for successful graduate study in mathematics. The Pure Mathematics concentration requires:

MA 425 - Complex Variables
MA 441 - Topology
Eight credits of acceptable mathematics electives

If no concentration is selected:

Take at least 11 credits from acceptable mathematics electives