Mathematics is a vast and continually evolving subject that explores patterns, structures, and systems through logical reasoning. It is the language of many scientific and physical phenomena and offers effective ways to analyse and solve complex problems. Studying mathematics develops analytical thinking, problem-solving abilities, and a deeper understanding of how to model and interpret the world around us.
Our programme allows you to choose from a wide variety of courses across pure and applied mathematics, combining rigorous theory with real-world application. This MSci includes a year-long work placement to provide valuable professional experience, helping you apply your mathematical skills in practice while enhancing employability and preparing you for a wide range of careers.
Programme structure
Year 1
You will take a 40-credit course covering matrices, linear equations, complex numbers, vectors, calculus and groups. You will develop mathematical communication skills through regular small group problem-solving activities.
Year 2
Courses cover multivariable calculus, linear algebra, topics in applied mathematics, classical mechanics & mathematical modelling, introduction to real analysis, topics in pure mathematics including groups, transformations and symmetries. You can also choose to take optional mathematics courses on graphs & networks and discrete mathematics.
Year 3
If you progress to Honours, you will study a wide range of topics.
The Applied Mathematics courses allow students who prefer the practical and applicable aspects of the subject to concentrate on these elements. The Pure Mathematics courses are ideal for students who prefer the abstract and logical aspects of the subject. Most students take a mix of both.
Year 4
Year 4 is the MSci programme work placement year. Students who have met the criteria will undertake a paid, 12-month work placement in industry or the public sector to gain professional experience and learn to apply their knowledge and skills in a real-world context.
Progression to the work placement is on the basis of achieving a minimum GPA of 15 in Year 3, and successfully completing an application and interview process with a prospective employer.
Year 5
In fifth year you will have the opportunity to specialise in your area of choice and undertake a project carried out under one-to-one supervision.
Our international links
You will have the opportunity to study abroad at one of our partner universities as part of your degree. This won’t add any extra time to your studies.
Careers and future opportunities
Graduate destinations
The following are examples of roles that graduates are in 15 months after completing their programme:
Operations Analyst
Accountant Assistant
Asset Data Analyst
Assistant Tax Advisor
Assurance Associate
Teacher
Graduate Software Engineer
Marketing Analyst
Quantitative Analyst
Trainee Auditor
Example job titles are taken from responses received through the HESA Graduate Outcomes survey. Graduates surveyed 15 months after graduation. Includes single and joint honours programmes.
Skills development
As well as building subject specific knowledge and skills throughout your degree, you’ll also develop transferable skills by:
Constructing rigorous, logical arguments and proofs, communicating reasoning with clarity and precision.
Solving complex mathematical problems by modelling situations, selecting appropriate methods and analysing limitations of the results.
Communicating mathematics effectively in writing and orally, tailoring explanations for technical and non‑technical audiences.
Applying calculus, algebra, analysis and numerical techniques to investigate abstract and applied questions.
Designing and completing an independent mathematical project, integrating literature, computation and exposition.
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