Our postgraduate Master's courses combine high-quality teaching with a stimulating research environment to provide students with expertise and skills for further postgraduate study or a fulfilling career in industry or education.
Regardless of your background, or whether you are coming from the UK or overseas, you will find our research environment to be intellectually stimulating and filled with opportunities.
Maths Master's Degrees
The links below will take you to the central course pages where you will find an overview of the course- including entry requirements, modules, assessment, and teaching, how to apply as well as information about life at Warwick.
One-year degree offers a high-level mix of mathematical and financial disciplines
Taught by three of the University’s top departments: Mathematics, Statistics, and the Warwick Business School
The degree is administered by the Warwick Business School
Who is the course for?
You are interested in interdisciplinary degrees with mathematics and any type of finance
Careers support
Our department has a dedicated professionally qualified Senior Careers Consultant offering impartial advice and guidance together with workshops and events throughout the year. Previous examples of workshops and events include:
Maths Careers Fair
Careers in Data Science and Artificial Intelligence
Warwick careers fairs throughout the year
Mathematics at work – The practical application of Maths in the workplace
Placement and graduate opportunities at the Government Actuary’s Department
Research
An important component of our Masters degrees is the dissertation (MSc degree) or research project (MASt degree). Within the Mathematics Institute you will find a wide range of reseach areas to chose from.
Here you will find all the currently running research seminars in the Mathematics Department.
Recent dissertation and project titles:
Sheaves, Schemes and Cohomology
The Wiener-Ikehara Theorem and its Applications
Phase Coexistence of Gradient Gibbs Measures
Cell Signalling and Patterning in Developmental Biology
Finite Dimensional C[x,y]-Module
Gorenstein curves in codimension four
Multi-Armed-Bandit Problem
The Hardy Littlewood Circle Method and its application to 3 term APs within the primes
Developing a stochastic model for the re-emergence of gHAT infections in previously eliminated villages.
Permutation groups and the Mathieu groups
Phase transitions for Potts antiferromagnets
Mathematical Modeling of COVID-19 Euclidean buildings theory.
Classification of Wallpaper Groups
Leinster Groups
Using Physics Informed Neural Networks for solving Geometric Partial Differential Equations
Topics in Tropical Geometry
Investigating the Impact Immunity has on the Dynamics of COVID-19
From Group Presentations to Three-Manifolds
Periodic Points of Toral Automorphisms
Are you ready?
If you are considering applying, please bear in mind that the material in our master's courses is challenging. It stretches our best undergraduate students who have taken the first three years of our demanding MMath degree. If you do not already have the necessary mathematical background, the demands are such that there will be little time to catch up. If you do not feel well enough prepared for this challenge consider the 2 year option. While the second year matches the one year MSc, you can use the first year to take some additional math modules to strengthen your background.
For a good indication of the expected mathematical level that you should have reached before enrolling, we recommend that you study handbook for our fourth year UG students. Each module listed there provides information about both assumed knowledge and useful background.
