Mathematics (Pure Mathematics)

About this programme

Develop a broad understanding of mathematical theory and gain in-depth knowledge of pure mathematics. This course aims to present you with a wide range of mathematical ideas in a way that develops your critical and intellectual abilities. You'll develop a broad understanding of mathematical theory and application and deepen your knowledge in areas that appeal to you. You will engage with concepts that are both a direct continuation of those at A-level, and others that introduce you to new ways of thinking. Your studies will cover the key areas of mathematics such as algebra, analysis, probability and statistics. You'll also explore topics such as the logical structure of arguments, the proper definition of mathematical objects, the design of sophisticated mathematical models, and the legitimacy of computations. As part of the Pure Mathematics specialisation, you will examine a variety of relevant concepts including Algebraic Number Theory, Functional Analysis, Topology and Probability Theory. You will also have the opportunity to choose from over 50 specialised modules – many of which are linked to our cutting-edge research and led by pre-eminent experts in their fields. As a graduate in mathematics, you'll possess a set of logical and analytical skills that are highly valued by employers, enabling you to pursue opportunities across the commercial, government and education sectors. This page is updated regularly to reflect the latest version of the curriculum. However, this information is subject to change.