Amherst College

What you'll study

Coursework combines core sequences that introduce rigorous mathematical thinking with electives that allow specialization. Typical study areas include:

• Foundational courses in calculus, linear algebra, and differential equations.
• Theoretical courses such as real analysis, abstract algebra, and topology.
• Applied and computational topics, including probability, statistics, numerical methods, and mathematical modeling.
• Seminars and small-group classes focused on current research questions and intensive problem-solving.
• An independent capstone or thesis option for students wishing to undertake sustained original work.

Entry requirements

Applicants are expected to demonstrate strong preparation in mathematics from secondary education: proficiency in algebra, geometry, and pre-calculus or calculus is recommended. Admissions decisions are made holistically; successful candidates typically show quantitative readiness through coursework, standardized testing if submitted, teacher recommendations, and demonstrated interest in mathematical thinking.

Career prospects

A degree in Mathematics prepares graduates for a wide range of careers. Common paths include graduate study in pure or applied mathematics, statistics, or related fields; roles in data analysis, finance, actuarial science, and software; positions in scientific research and engineering; and secondary-school teaching. The program’s emphasis on reasoning and quantitative communication is valuable across many sectors.

Scholarships & funding angle

Financial support at liberal-arts colleges typically includes institutional need-based aid, campus employment, and opportunities for funded undergraduate research. Prospective and current students should explore college financial-aid services, departmental summer research grants, and external scholarships and fellowships relevant to mathematics and STEM fields.