Students majoring in mathematics or having an emphasis on mathematics for their education- related degree must complete a pre-certification review and test prior to graduation.
Requirements may include a literature search, oral presentation, and formal paper on a relevant topic in mathematics. Additionally, students majoring in mathematics must complete the mathematics achievement examination prior to graduation.
An introduction to the analysis of real numbers, functions, sequences, series, limits, continuity, differentiation, integration, convergence, and the complex numbers. Prerequisite: MATH 2330 and 3320.
Introduction of basic algebraic properties of groups, rings, and fields, culminating in Galois Theory, with some indication of its uses. Prerequisite: MATH 2320 and 3320.
The differential and integral calculus of Euclidean 3-space, using vector notation, and leading up to the formulation and solution of the partial differential equations of mathematical physics. The Fundamental Theorem of Line Integrals, Green's Theorem in a plane Stoke's Theorem, and Gauss; Divergence Theorem are also studied. Prerequisite: MATH 3330 with a grade of "C" or higher.
Probability theory and mathematical statistics presented at the post-calculus level. Topics include probability axioms, random variables, expectations, special discrete and continuous distributions, sampling theory, and data reduction. Prerequisite: MATH 3330 with a grade of "C" or higher.