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Discrete Mathematics BSc

Undergraduate

Start date

27 September 2027

Study location

University of Warwick

Qualification

Bachelor of Science (BSc)

Department

Department of Computer Science

Duration

3 years full-time

Course overview

Discrete Mathematics (BSc) draws on areas of both computer science and mathematics. You will acquire skills in software engineering, combinatorial analysis, formal proof and algorithmic analysis. Regular individual and group projects will consolidate what you have learned by applying it to practical problems.

An academic supporting students in a computer lab.

This course draws on areas of both computer science and mathematics. You will acquire skills in software engineering, combinatorial analysis, formal proof and algorithmic analysis.

Regular individual and group projects will consolidate what you have learned by allowing you to apply it to practical problems.

Your learning experiences throughout the course will enable you to both analyse and solve problems in an abstract sense, and realise solutions through computer software. These abilities, alongside transferable skills in communication, planning, and self-organisation are highly valued by employers.

You may choose to spend a year in industry, research institutions, or study abroad between Years Two and Three of your degree. This will be reflected in your degree title.

Entry requirements

All 2026-27 applicants will be required to take TMUA except for applicants who are eligible for a Contextual Offer – see our Contextual Offers webpage to check your eligibility.

TMUA scores will be assessed alongside other factors (including GCSEs, contextual indicators and predicted grades) to determine which applicants receive an offer.

The exact requirement in TMUA will be set once all results have been received. We cannot advise on the TMUA requirement at this stage.

Please note that applicants who do not take TMUA and who are not eligible for a Contextual Offer may not be considered for an offer.

For further details including test dates and how to register for TMUA, please see the TMUA at Warwick webpage.

Modules

Your first year will establish the foundations of Discrete Mathematics and its applications, covering proof, formal arguments, rigour and calculations, as well as mathematical reasoning, combinatorial analysis and discrete structures.

In your second year, you will develop a rigorous understanding of the subject's theoretical basis, which will prepare you for later specialisation.

In your third year, you will work alongside academics on an individual project as well as focusing on applications of Discrete Mathematics to Computer Science, and completing advanced modules on algorithms and computation.

In each year of your course, you are expected to study a core group of modules and make up the required normal load for the year by choosing a set of optional modules. There is a choice of optional modules available and there may be requirements to be satisfied by the choices: that a minimum number be chosen from a specific list.

All students complete Refresher Mathematics before the start of term, a 0 credit module designed to reinforce your existing mathematical knowledge.

Note that the module catalogue is subject to change for future years of study, as we evolve our courses in response to the latest developments in academia and industry.

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Teaching and learning

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