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Discrete Mathematics

  • Master of Engineering (with Honours)
  • 4 Years
  • Full-Time
  • 27 September 2027
  • Undergraduate
Main Site
More about University of Warwick

Course options

2026-20272027-2028
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Course summary

Discrete Mathematics (MEng) 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.

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.

By studying the four-year MEng, you have the flexibility in your final year to choose optional modules, tailoring the degree to your interests.

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

Ways to study this course

Campuses

  • Main Site

Study options

  • Master of Engineering (with Honours) • Full-Time • Placement (optional) • Time abroad (optional) • Integrated masters • 4 Years

Start dates

  • 27 September 2027

Apply by
13 January 2027

This is the equal consideration deadline. You can still apply after this date, but your application may not receive guaranteed consideration.

Application codes

Course code:
G4G3
Institution code:
W20
Campus name:
Main Site
Points of Entry:
Year 1

University of Warwick has participated in the Teaching Excellence Framework. These ratings were awarded in 2023, for four years.

See why these ratings were awarded
What does this TEF outcome mean?

How to apply

Apply by
13 January 2027

This is the deadline for applications to be completed and sent for this course. If the university or college still has places available you can apply after this date, but your application is not guaranteed to be considered.

Application codes

Course code:
G4G3
Institution code:
W20
Campus name:
Main Site

Points of entry

The following entry points are available for this course:

  • Year 1

Entry requirements

Typical qualification requirements

A level
A*A*A

Including grade A* in Mathematics. Most applicants will also be required to take the Test of Mathematics for University Admission (TMUA) (see ‘Additional entry requirements’).

UCAS Tariff
Not accepted

International Baccalaureate Diploma Programme
Offer: 39

39 with 7,6,6 in three Higher Level subjects including 7 in Higher Level Mathematics (‘Analysis and Approaches’ only). Most applicants will also be required to take the Test of Mathematics for University Admission (TMUA) (see ‘Additional entry requirements’).

Additional entry requirements

Test of Mathematics for University Admission (TMUA)
All applicants are required to take the Test of Mathematics for University Admission (TMUA), except those who are eligible for the University of Warwick's Contextual Offer scheme. See our website for more information: https://warwick.ac.uk/study/undergraduate/apply/admissions-tests

Contextual admissions

Universities and colleges consider more than grades when assessing applications and may make offers based on a range of criteria. Learn more about contextual offers.

We are committed to making a high-quality and challenging university education available to all students who are capable of benefiting from it. Our contextual offer approach considers educational and individual context to provide a rounded understanding of academic potential and achievement, ensuring we fully consider talented applicants from all backgrounds. We may make differential ‘contextual’ offers to applicants based in the UK if they meet certain eligibility criteria.

Learn more on the University of Warwick website

Historical entry grades data

This section shows the range of grades that students who received offers were previously accepted on to this course with (learn more).

It is designed to support your research but does not guarantee whether you will or won't get a place.

Admissions teams consider various factors, including interviews, subject requirements, and entrance tests. Check all course entry requirements for eligibility.

Not enough data available

We are unable to show previous accepted grades for this course. This could be because the course is new, it's a postgraduate course, there isn't enough historical data, or the provider has opted out of sharing their entry grades data for this course - learn more.

Fees and funding

Tuition fees

Per year tuition fees

LocationFeeYear
England, Scotland, Wales, Northern Ireland, Channel Islands & Republic of Ireland£10050
EU & InternationalTBC

Tuition fee status depends on a number of criteria and varies according to where in the UK you will study. For further guidance on the criteria for home or overseas tuition fees, please refer to the UKCISA website.

Additional fee information

International (including EU) fees vary depending on course. Fee levels have not yet been set for 2027/28 but will be published on our website once confirmed:
https://warwick.ac.uk/services/finance/studentfinance/fees/overseasfees/

Students commencing with Warwick Business School on a Foundation Year or undertaking a Graduate Entry Medicine degree (MBChB) should refer to the following webpage for confirmation of their fees, which may differ from the rates listed above: https://warwick.ac.uk/services/finance/studentfinance/fees/

Please refer to the following link for the latest information on tuition fees: https://warwick.ac.uk/services/finance/studentfinance/fees/

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