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We have 7 Applied Mathematics (pure mathematics) PhD Projects, Programmes & Scholarships

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Applied Mathematics (pure mathematics) PhD Projects, Programmes & Scholarships

We have 7 Applied Mathematics (pure mathematics) PhD Projects, Programmes & Scholarships

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

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

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

University of Edinburgh School of Mathematics fully funded PhD studentships

The School of Mathematics has an outstanding reputation in undergraduate and postgraduate education, and offers a wide range of undergraduate, MSc and PhD programmes. Read more

Nonlinear systems of PDE and vectorial Calculus of Variations in L∞ (L-infinity)

The calculus of variations is, roughly speaking, the mathematical theory of how to minimise or maximise magnitudes. Variational problems from science typically require minimisation of an average magnitude over a space-time region depending on unknown quantities. Read more

Ecological geometry: applying geometric and topological concepts and tools to model how animals interact with each other and their environment

These projects are open to students worldwide, but have no funding attached. Therefore, the successful applicant will be expected to fund tuition fees at the relevant level (home or international) and any applicable additional research costs. Read more

Dispersionless integrable systems in 2+1 dimensions

Dispersionless integrable systems occur in a wide range of applications in various areas of pure and applied mathematics. In 2+1 dimensions, there exists an efficient approach to the classification of integrable systems of this kind based on the method of hydrodynamic reductions pioneered by the Loughborough group [1]. Read more
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