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The department's undergraduate programs all build upon a foundational four-course calculus and differential equations sequence, incorporating computational elements. Mathematics and applied mathematics degrees mandate advanced coursework in analysis and algebra, while statistics degrees focus on an additional statistics core. The applied mathematics curriculum includes a four-course professional core designed to demonstrate mathematical applications across various disciplines. Every degree program features unique requirements, including major-specific technical electives, with all programs totaling at least 120 credit hours.
The mathematics bachelor of science requires more major-specific coursework than the bachelor of arts (while maintaining the same total credit hours), through additional mathematics electives and science courses.
Graduates will master core linear algebra principles: vector spaces, linear operators, matrices, fundamental subspaces, matrix factorizations, and linear system solutions. They'll develop the ability to assess solvability of linear problems and solve linear systems effectively. Students will also gain expertise in calculus and classical analysis fundamentals: metric spaces, limits, convergence, continuity, and differential/integral calculus.