University of York

What you'll study

The programme builds from core undergraduate mathematics in the early years to advanced, specialised masters-level topics in the final year, with one full academic year spent studying at an approved overseas partner. In year one you consolidate essential foundations such as calculus, linear algebra and introductory analysis alongside problem-solving and computing skills. Year two develops these foundations with courses in real analysis, complex analysis, differential equations, probability and introduction to algebra, and typically offers options in numerical methods and modelling.

The year abroad gives you the opportunity to take mathematics courses at another university, experience a different academic culture and, where offered, work on projects or supervised research that may feed into your final-year dissertation. Your study abroad credit counts towards the MMath programme and is integrated with your overall course plan.

On return for the final year you study masters-level modules that may include measure and integration, functional analysis, advanced algebra, partial differential equations, stochastic processes, optimisation and computational mathematics. You also complete an extended individual project or dissertation under the supervision of York staff, allowing you to pursue a specialist topic in pure or applied mathematics.

• Core topics: calculus and analysis, linear algebra, differential equations, probability and statistics, numerical analysis.
• Advanced topics: functional analysis, measure theory, PDEs, advanced probability and stochastic processes, algebra and topology.
• Applied options: mathematical modelling, optimisation, scientific computing, machine learning and data analysis.
• Skills development: mathematical proof, scientific programming, mathematical communication, research methods and independent project work.
• Year abroad: full-year study at an approved partner university, integrated into the degree and contributing to credit and progression.

Entry requirements

Applicants need a strong background in mathematics. Typical entrants have completed advanced secondary-level mathematics (for example A-level Mathematics and ideally Further Mathematics, or equivalent international qualifications) and demonstrate competence in algebra, calculus and problem solving. The department looks for evidence of ability to cope with abstract reasoning and sustained mathematical study.

Acceptable qualifications include school-leaving credentials from different national systems (such as the International Baccalaureate, national high-school diplomas with relevant advanced mathematics, or recognised international equivalents). Mature applicants and those with non-standard qualifications are considered on an individual basis; relevant prior study or experience in mathematics or a quantitative discipline strengthens an application.

Because the programme includes a year abroad, applicants should meet the language and visa prerequisites of partner institutions; where necessary, English language competence must be demonstrated to the level required for university study.

Career prospects

Graduates leave with a high level of mathematical maturity and technical skill valued across many sectors. Common career destinations include quantitative finance, actuarial work, data science and analytics, software engineering, scientific and engineering modelling, and cryptography. The degree also provides a strong foundation for doctoral research and academic careers.

Employers value the problem-solving, modelling and programming skills developed on the MMath; many students move into graduate schemes in banking and consultancy, while others take specialist roles in machine learning, statistics, risk management or research and development. The year abroad can enhance employability by demonstrating adaptability, intercultural experience and experience of different teaching and research environments.

Why study at University of York

The Department of Mathematics at York offers a balance of pure and applied research-led teaching, with small-group tutorials and strong supervisory support for project work. York’s campus provides modern computing facilities, well-equipped teaching spaces and active student societies that foster mathematical discussion and extra-curricular problem-solving.

The department maintains international partnerships for year-abroad study and has research strengths across algebra, analysis, probability, statistics and applied mathematics, allowing you to choose dissertation topics that reflect current research. Careers support at York helps students prepare for graduate roles and placements, and the university’s collegiate campus and student community provide opportunities for wider personal development while studying abroad and on return.