University of Delaware

What you'll study

This programme builds a solid mathematical foundation while emphasising numerical methods and computational techniques. Core coursework typically includes multivariable calculus, linear algebra, ordinary differential equations and real analysis to provide theoretical grounding. Computational and applied modules often cover numerical analysis, scientific computing, numerical linear algebra, numerical solution of differential equations, mathematical modelling and optimisation.

Students are trained in programming and software commonly used in computational mathematics, such as MATLAB, Python and high-level numerical libraries. Probability, statistics and data analysis courses are usually available to support work in applied and data-centred projects. The degree often culminates in a capstone project, senior seminar or an undergraduate research experience in which students apply computational methods to a substantive problem.

• Calculus sequence and multivariable calculus
• Linear algebra and matrix methods
• Differential equations (ordinary and introduction to partial)
• Real analysis or advanced calculus
• Numerical analysis and scientific computing
• Computational methods for PDEs and numerical linear algebra
• Mathematical modelling and optimisation
• Probability, statistics and data analysis
• Programming for mathematicians (e.g. Python, MATLAB)
• Senior project or undergraduate research

Entry requirements

Admission is to the University of Delaware undergraduate programme; entry into the mathematics major typically requires completion of the university’s general admission standards plus appropriate preparation in mathematics. Successful applicants usually present strong secondary-school mathematics, such as A-level Mathematics (and Further Mathematics where available), IB Higher Level Mathematics, or equivalent, with a strong performance in calculus-based work.

For transfer students or those applying from other systems, completed university-level calculus and linear algebra courses strengthen an application. Demonstrated programming experience and participation in maths competitions, research projects or advanced coursework are advantageous. International applicants should meet the University of Delaware’s broader language and academic requirements; consult the university for specific documentation and equivalency guidance.

Career prospects

Graduates with a computational mathematics background are well positioned for roles that require quantitative reasoning and numerical skills. Typical career paths include data analyst or data scientist, quantitative or computational analyst in finance, software or algorithm developer, operations research analyst, and computational scientist in engineering or physical sciences. Many graduates pursue further study — master's or PhD programmes in applied mathematics, computational science, statistics, engineering or computer science — or professional certification routes such as actuarial exams.

The combination of mathematical theory, numerical methods and programming prepares graduates for sectors including technology, finance, defence, energy, pharmaceuticals, research labs and government agencies.

Why study at University of Delaware

The University of Delaware offers a mathematics department with a breadth of research and teaching strengths in analysis, applied mathematics and computational methods. Undergraduates have access to research opportunities with faculty, summer research programmes and project-based senior work that build practical experience. The university’s proximity to major urban centres and regional industries supports internships and collaborations, while career services and departmental advising help students translate technical skills into employment or graduate study.

Smaller class sizes in upper-level mathematics courses, a diverse range of electives, and opportunities to combine the major with minors or dual-degree options (such as computer science, engineering or statistics) make the programme flexible for students focused on application or further academic study.