In this program, students will:

• Engage in a rigorous curriculum that provides a strong foundation in the fundamental areas of pure and applied mathematics, such as calculus, linear algebra, probability, real analysis, and modern algebra. 
• Strengthen their logical reasoning and critical thinking skills with advanced computational and proof-based courses.
• Explore electives in the fields of differential equations, Euclidean and non-Euclidean geometry, mathematical statistics, complex analysis, and topology. Have the opportunity to complete an internship or independent research with the support of a faculty member.
• Learn to write rigorous mathematical proofs and present mathematical ideas and concepts to diverse audiences at regional and national conferences.
• Gain an understanding of current technology, such as R, Python, Excel, Maple, and LaTeX.
• Have the opportunity to study abroad.
• Participate in a variety of activities, including the Math Club, Pi Mu Epsilon National Honor Society, monthly problem-solving competitions, paid tutoring positions, COMAP Math Modeling Competition, lectures from guest speakers, and be eligible for a student membership to the Mathematical Association of America.