Mathematics, B.A.
This program is offered by the Mathematical Sciences Department
Program Description
The Mathematics Department offers five undergraduate programs, including the Bachelor of Arts in Mathematics. Students in this program acquire a deeper understanding of mathematical analysis and applied mathematics. Major requirements include Calculus I, II, and III; linear and abstract algebra; an introduction to the theory of functions; and an in-depth seminar on significant mathematical theorems and the proofs behind them. Required major electives will allow students to further customize their academic track with course options such as Number Theory; Fractal Geometry and Chaos; Introduction to Mathematica; advanced studies in statistics and actuarial science; and more, plus internship and independent study options.
Learning Outcomes
- Understand basic analytic arguments using such common notions as
epsilon/delta, infinite sums, and limits. - Understand basic algebraic and discrete notions, such as facts about vector
spaces and counting arguments. - Be able to follow and recreate algebraic proofs, with a good understanding of
groups. - Be able to both follow and recreate analytic proofs, including basic ideas
involving abstract metric spaces and differential equations. - Be able to independently investigate more advanced topics in mathematics and
present their results to others in a clear way