We provide a welcoming academic environment for undergraduate and postgraduate students to study maths and computer science courses. We pride ourselves on our research, alongside extensive industry
Course overview Advance your mathematical knowledge and problem solving skills by learning from leading mathematicians. This course equips you with broad fundamental knowledge to pursue research in
Undertaking our MSD Pure Mathematics gives you the opportunity to investigate such areas as: algebraic geometry group theory semigroup theory combinatorics and differential equations You are also
We have an international reputation for our research and we are one of the largest and most active groups for pure mathematics research in the UK. Our current research areas include: Algebra,
Our research is concerned with solving challenging equations that describe interesting and important problems. As well as conducting research in the foundations of applied mathematics, the department
This MPhil/PhD in Pure Mathematics enables students to investigate the purely abstract, theoretical areas of mathematical discovery at the highest level. Students in the University’s School of
This one year taught postgraduate programme leads to the degree of MSc in Pure Mathematics. The programme is suitable not only for students who wish to improve their background knowledge prior to
This one year taught postgraduate programme is a pathway from the MSc in Pure Mathematics, and leads to the degree of MSc in Pure Mathematics and Mathematical Logic. The programme is suitable not
Develop your knowledge of pure mathematics alongside a range of transferrable skills.Advance your understanding of Pure Mathematics on this Master's course.Carried out over one or two years, this
Develop mathematical skills that are highly valued in both research and the workplace.During this course, you’ll explore advanced topics in Pure Mathematics and strengthen your skills in reasoning,
The following specialisations are available within this research area: Ordinary and partial differential equations Functional analysis Analytical and computational spectral theory Quantum mechanics
1 Year Full Time
