University of La Verne

What you'll study

Coursework typically covers foundational sequences (calculus and multivariable calculus), linear algebra, differential equations, and introductory real analysis or proof-based courses. Electives commonly include probability and statistics, numerical methods, abstract algebra, topology, mathematical modeling and applied mathematics topics. Students are often expected to complete a capstone project, research paper, or seminar that demonstrates their ability to formulate and solve a substantive mathematical problem.

Entry requirements

Admission normally requires a high-school diploma or equivalent with demonstrated strength in mathematics (algebra, geometry, precalculus or calculus). Transfer applicants are assessed on college-level mathematics coursework and GPA. Prospective graduate-track students should plan to complete proof-oriented courses and seek opportunities for undergraduate research or internships to strengthen applications to postgraduate programmes.

Career prospects

Graduates enter a range of careers that value quantitative reasoning: secondary education and tutoring, actuarial work, data analysis, operations research, finance, software development roles that require mathematical foundations, and technical positions in government or industry. Many graduates also proceed to graduate study in mathematics, statistics, economics, engineering or related fields.

Scholarships & funding angle

Students should explore institutional scholarships for academic merit, departmental awards for mathematics majors, and external scholarships from professional societies and foundations. Funding decisions commonly consider academic achievement, demonstrated interest in mathematics, financial need, and extracurricular engagement; undergraduates aiming for research or graduate study should also look for paid research assistantships and summer research programmes.