Discrete Mathematics

Year 1 establishes the foundations of Discrete Mathematics and its applications, covering proofs, formal arguments, and calculations, as well as mathematical reasoning, combinatorial analysis and discrete structures. This is complemented by the development of technical skills in computer programming, data structure design and algorithm analysis.

Year 2 develops your understanding of the theoretical underpinning of discrete mathematics, preparing you for later specialisation through the study of areas such as algorithm design, formal languages and graph theory. You will also have the opportunity to tailor your degree to your interests through optional modules in mathematics and computer science.

Year 3 exposes you to cutting-edge topics at the interface of computer science and mathematics. You will complete an individual project, where you will apply your skills to an area of your choice under the supervision of our world-leading academics. Alongside your project you will select from an extensive range of optional modules in computer science and mathematics, including those in areas such as complexity, numerical analysis, measure theory and algebraic topology.

How will I learn?

Our courses offer a balance of core material delivered through lectures, small-group seminars and hands-on laboratory sessions. Approximately a quarter of your time is spent in timetabled classes, with the remainder being used for private study, completing assignments and projects, and practical work in the dedicated computing laboratories, which are open 24/7.

How will I be assessed?

Your performance on most modules will be assessed by a combination of coursework and written examination. The coursework may be individual or group work involving programming, research, writing and presentation. The final-year project work is fully assessed by a presentation and project reports. Each year contributes to the final degree classification, typically in the ratio of 10:30:60 for a BSc degree.