Swansea University

Mathematics Swansea University Degree level: Undergraduate

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Course summary

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Mathematics can be seen as the most international of subjects – a global ‘language’ with ancient origins and which is now vitally important in our data-driven world.

As a student on our four-year MMath Mathematics, you will be taught in our new £32.5m Computational Foundry, a world class centre with state-of-the-art facilities for teaching and research, as well as networking and meeting spaces, to help prepare you for a successful and rewarding career.

We are 5th and 6th in the UK for graduate prospects (Times & Sunday Times University Guide and Complete University Guide 2018) with 89.2% of our graduates in graduate employment or further study six months after leaving University (DHLE Survey 2016).

Employers place great value on the ability to think rationally and to process data clearly and accurately, and Mathematics graduates earn on average 50% more than most other graduates. The most popular careers are the actuarial profession, the financial sector, IT, computer programming and systems administration, and opportunities within business and industry where employers need mathematicians for research and development, statistical analysis, marketing and sales.

Student satisfaction is at the forefront of our teaching goals, and we are very pleased to have recorded an overall satisfaction score of 91% in the 2018 National Student Survey and 18th in the UK for student satisfaction (Guardian University Guide 2020). We are also proud that the Mathematics Department consistently appears in the QS World University Rankings.

The MMath course is accredited to meet the educational requirements of the Chartered Mathematician designation awarded by the Institute of Mathematics and its Applications. It covers the general range of mathematical material over four years including elements of different aspects of the subject such as Pure Mathematics, Applied Mathematics and Mathematics for Finance.

You will have the chance to explore the number theory that Pythagoras studied, the Financial Mathematics that the highest flyers on Wall Street rely on, and a wealth of other topics reflecting our lecturers’ research expertise in probability, analysis, nonlinear partial differential equations, non-commutative geometry and algebraic topology.

The degree will give you a sound grounding in the basic concepts of Mathematics, allowing you to specialise in your chosen areas. It will also develop your ability to use and evaluate logical reasoning and construct rigorous arguments; and develop your oral and written communication skills as well as your ability to use modern communication tools, especially those most appropriate to mathematics.

This degree is also available as a five-year course with a year abroad (G105).

"Studying at Swansea University has been a pleasure. The past two years have been a wonderful adventure, from discovering some of the Welsh culture, to learning from some of the best lecturers I have ever met. The thing that really stands out about Swansea is the huge support you get as a student - from absolutely everyone! Whenever I have had problems - whether personal, academic or financial - I have had someone to advise me, to listen to me and to help me."

  • Alissa Kamilova, BSc Mathematics

We guarantee that you will be made a conditional offer for a course at Swansea University. Subject requirements will apply. Please come along to our next Open Day or get in touch for further information

Course details

Modules

In Year 1, you will typically have the opportunity to study areas including: applied statistics; classical mechanics (of particles); computational methods (with Matlab); geometry; introductory calculus; introductory analysis; foundations of algebra; introductory linear algebra; methods of algebra and calculus.

In Year 2, you will typically have the opportunity to study areas including: advanced geometry; classical mechanics (of rigid bodies); game theory and optimization; groups and rings; numerical methods (with Matlab); probability; real analysis and metric spaces; vector calculus and measure theory; further methods of algebra and calculus; vector spaces.

In Year 3, you will typically have the opportunity to study areas including: higher algebra; numerical analysis; analytical dynamics; applied algebra: coding theory; biomathematics; complex variables; differential geometry; financial mathematics; stochastic processes; partial differential equations; functional analysis; and teaching mathematics via a school placement.

In Year 4, you will typically have the opportunity to study areas including: partial differential equations; differential geometry; applied algebra: coding theory; numerical analysis; analytical dynamics; stochastic processes; financial mathematics; Black-Scholes Theory; biomathematics; functional analysis; Itô calculus and stochastic differential equations. You will also undertake a project.

Assessment method

You will be taught through a combination of lectures, tutor-led tutorials and regular (non-assessed) coursework. The final year modules are more student-centred, to reflect a progression in teaching methods appropriate to the subjects taught. Throughout, the learner is encouraged to undertake independent reading both to supplement and consolidate what is being taught/learnt and to broaden knowledge and understanding of the subject. You will be assessed through a combination of unseen written examinations, set assignments, presentations and a dissertation.


How to apply

Application deadlines

If your application is completed by the following date, it’s guaranteed to be considered:

15 January

*If you apply after this deadline, universities or colleges don’t have to consider your application if they’ve filled their spaces, so the sooner you apply, the better!

Application codes

You will need these codes when you add a choice to your application.

Course code G103
Institution code S93
Campus name Bay Campus
Campus code B

This course may be available at alternative locations, please check if other course options are available

Points of entry

The following entry points are available for this course:

  • Year 1

International applicants

Please visit our International pages at:- http://www.swansea.ac.uk/science/international/


Entry requirements

Qualification requirements

Qualification Offer Further information
A level AAA To include Mathematics
Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016) DDD Plus Grade A in A Level Mathematics
Scottish Higher AABBB To include A in Mathematics
Extended Project We recognise the EPQ as an excellent indicator of success.

If you are predicted a grade B or above in the EPQ, you will receive an offer with a one
grade reduction, to include your EPQ with a grade B.
International Baccalaureate Diploma Programme 36 points To include 6 in HL Mathematics
Welsh Baccalaureate - Advanced Skills Challenge Certificate (first teaching September 2015) Requirements are as for A levels where you can substitute the same non-subject specific grade for the Welsh Baccalaureate Advanced Level Core Grade


Fees and funding

Tuition fees

No fee information has been provided for this course

Additional fee information

No additional fees or cost information has been supplied for this course, please contact the provider directly.

Provider information

Visit our website

Swansea University
Singleton Park
Swansea
SA2 8PP


Course contact details

Visit our course page
Swansea University Admissions Office

01792 295111


The Admissions Office, Swansea University

01792 295111

Fax: 01792 295110