Funding providers: Heilbronn Institute for Mathematical Research
Project description:
We invite applications for PhD study in Mathematics at Swansea University. This will be funded by the Heilbronn Institute for Mathematical Research from their UKRI/EPSRC award “Heilbronn Doctoral Partnership (HDP)”.
In addition to undertaking cutting-edge research, student on this programme may expect to participate in summer workshops in years 1-3. It is anticipated these will be about 4 weeks in length and residential in nature (with extra costs covered as appropriate).
The research project can be in one of the fields below:
- Algebra, Geometry and Topology
- Mathematical and computational methods in machine learning and artificial intelligence
- Partial Differential Equations
- Stochastic Analysis and (Noncommutative) Probability
Detailed information about research directions in the Department of Mathematics can be found at the Research and Impact webpage of the Department. Applicants should demonstrate interest in one or more of the above research fields.
Candidates from traditionally under-represented groups in mathematics are strongly encouraged to apply.
Eligibility
Candidates must hold a first or upper second class honours degree, or a master’s degree with merit, in a relevant discipline (or Non-UK equivalent as defined by Swansea University. Please note that you may need to provide evidence of your English Language proficiency.
English Language: IELTS 6.5 Overall (with no individual component below 6.0) or Swansea University recognised equivalent. We prefer candidates to have already met the English Language requirements at the point of application, although this is not a requirement.
This scholarship is open to candidates of any nationality.
Please visit our website for more information on eligibility.
Additional Funding Information
This scholarship covers the full cost of tuition fees and an annual stipend at UKRI rate (currently £18,622 for 2023/24) for four years.
Additional research expenses will also be available.
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