We have 24 Pure Mathematics PhD Projects, Programmes & Scholarships for UK Students

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Pure Mathematics PhD Projects, Programmes & Scholarships for UK Students

We have 24 Pure Mathematics PhD Projects, Programmes & Scholarships for UK Students

Homotopical Algebra and Quantum Field Theory

Homotopy algebras have recently been identified to underpin any quantum field theory. In particular, they provide a powerful mathematical framework to analyse the mathematical structures of quantum field theory. . Read more

The University of Manchester - Department of Mathematics

The Department of Mathematics at Manchester is one of the largest Mathematics Departments in the UK and has been home to some of the brightest postgraduate and academic mathematicians. Read more
Last chance to apply

The Virtual Female Heart

British Heart Foundation and National Heart and Lung Institute (NHLI). 4-year MRes/PhD Studentship, within the BHF doctoral training programme at Imperial College London. Read more

PhD Studentships in The School of Mathematics and Statistics

Available from 1 October 2024. Applications for funded PhD study to commence 1 October 2024 are now open. Both UK-based and international applicants are welcome to apply. Read more
Last chance to apply

Representations of p-local finite groups

The theory of p-local finite groups is analogous to that of finite groups, and provides a unifying approach to classification problems in algebra and topology. Read more

Prolog, constraint programming and algebra

My collaborators and I have written two recent papers which are intended to demonstrate that logic and constraint programming are tools which need to be better known and more widely deployed in pure mathematics. Read more

PhD Projects in Mathematics

The Department of Mathematics at King’s College London invites applications for PhD students to start in October 2024. There are a number of fully funded studentships available for excellent candidates. Read more

Lie algebra actions on noncommutative rings

The project aims to investigate actions of Lie algebras (and related algebras and groups) on certain objects which have an underlying structure of a noncommutative ring. Read more

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