University of Nebraska, Omaha

What you'll study

Coursework combines lower-division calculus and foundational mathematics with upper-division courses that deepen theoretical understanding and practical skills. Typical subject areas include:

• Foundations: calculus sequence, mathematical reasoning and proof, linear algebra.
• Core theory: real analysis, abstract algebra, discrete mathematics.
• Applied and computational topics: differential equations, numerical methods, mathematical modelling, and electives connecting to statistics, computer science, or engineering.
• Capstone or seminar: project- or seminar-based experiences that synthesise theory and application (where offered).

Entry requirements

Admission generally requires a high-school background with strong preparation in mathematics. Typical expectations include completed coursework in algebra and precalculus or calculus, a competitive academic record, and any university-standard application materials. Students transferring from other institutions should review how prior mathematics credits align with the programme's sequence.

Career prospects

A mathematics BSc prepares graduates for diverse paths: quantitative roles in finance, data analytics, actuarial work, and software; technical or modelling positions in science and engineering; secondary-school mathematics teaching (with appropriate certification); or continued study in graduate programmes in mathematics, statistics, data science, or related fields.

Scholarships & funding angle (general)

Prospective and enrolled students should explore merit-based scholarships, departmental awards for mathematics majors, and university financial aid. Additional funding avenues include research assistantships, internship stipends with industry partners, and external scholarships from professional mathematical societies. Early contact with the department can reveal targeted opportunities and application guidance.