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This mathematics degree will take your understanding of the concepts and theories of mathematics to a graduate level – covering a wide range of topics.

This degree will develop your understanding of the learning and teaching of mathematics and statistics alongside advancing your own knowledge of the subjects.

This degree will provide you with a good knowledge of probability and statistics, with options to combine it with pure mathematics or applied mathematics.

In our Master of Engineering (MEng) degree, you'll specialise in management; modelling and applications; environmental engineering; or mechanics and materials.

Our Master of Physics (MPhys) integrated masters degree combines undergraduate and postgraduate modules – choose from three start points and two routes.

This work-related foundation degree has no academic requirements and lets you choose what to study across a range of subjects.

With this diploma, you can specialise in an area of computing and IT and combine it with either pure mathematics or applied mathematics.

This mathematics and physics diploma will develop your knowledge and understanding of key physics concepts and their underpinning mathematical theory.

This diploma will give you a grounding in fundamental pure and applied mathematical concepts and theories with the option to combine them with statistics.

This mathematics and physics certificate will develop your knowledge and understanding of key physics concepts and their underpinning mathematical theory.

This certificate lets you combine studying the fundamentals of computing and IT with mathematics, dividing your time equally between the two subjects.

This certificate provides the basic skills you need for further study in mathematics and statistics, or to underpin your studies in other areas.

This certificate will introduce you to key ideas in statistics and equip you with the skills to analyse data to solve practical problems.

This university-level mathematics module covers key topics including calculus, vectors, matrices, sequences and functions, and assumes you are confident with the underpinning algebraic ideas.

An introduction to essential topics – such as proof, differential equations, mechanics and discrete mathematics – and an opportunity to extend your knowledge of calculus and its applications.

Introduces and helps integrate key ideas from statistics, algebra, geometry and trigonometry into your everyday thinking to build your confidence in learning and using mathematics.

Designed to develop academic skills for further study, this introductory module offers insights into a wide range of subject areas, including science, engineering and design, environment; mathematics, and computing and IT.

Designed to develop academic skills for further study, this introductory module offers insights into a wide range of subject areas, including science, engineering and design, environment; mathematics, and computing and IT.

Delve into pure and applied mathematics, through a wide choice of modules in fascinating areas such as fractal geometry, coding theory and calculus of variations.

This innovative masters degree allows you to create a personalised course of study across a range of academic disciplines.

Designed for anyone who wants to delve more deeply into particular aspects of pure and applied mathematics.

This postgraduate certificate is designed for anyone who wants to delve more deeply into particular aspects of pure and applied mathematics.

This module uses the Maple computing language to teach: perturbation expansions, accelerated convergence, Padé approximations, asymptotic expansions, eigenvalue problems, and Green’s functions.

M820 Calculus of Variations and Advanced Calculus covers functionals, Gâteaux differential, Euler–Lagrange equation, First-integral, Noether’s Theorem, Second variation/Jacobi equation and Sturm–Liouville systems.

The theory of nonlinear ordinary differential equations is introduced with emphasis on geometrical aspects, approximation schemes and the determination of stability and periodicity of solutions.