| Location: | Nottingham |
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| Salary: | £31,387 to £35,608 per annum, depending on skills and experience (£35608 with relevant PhD). Salary progression beyond this scale is subject to performance. |
| Hours: | Full Time |
| Contract Type: | Fixed-Term/Contract |
| Placed On: | 2nd December 2025 |
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| Closes: | 5th January 2026 |
| Job Ref: | SCI271625 |
We are looking for a researcher, whose expertise lies in Algebraic Geometry, to work with Dr Hamid Abban on a Royal Society funded project entitled “K-moduli of Fano hypersurfaces”. The central aim of the project is to study K-stability aspects of Fano hypersurfaces and examine their moduli properties. However, research in other related directions such as K-stability or K-moduli of other Fano varieties, K-stability of polarised varieties, etc. is likely to be investigated.
We believe that talented and inclusive teams deliver the highest quality research and are seeking applications from high quality candidates who enhance the diversity of our existing team. The School is committed to creating opportunities for people traditionally under-represented in Mathematical Sciences and strives to maintain an environment where people can be their authentic selves.
You will be able to carry out duties to the highest standard and to evidence how through your experience you will:
We are looking for a confident, organised researcher who can evidence:
This post is full time, available from 01 April 2026 and will be offered on a fixed-term contract until 30/03/2027.
Many of our team have flexible working patterns so we’re open to discuss flexible working arrangements with you.
Interviews will take place in January 2026.
For information about the School of Mathematical Sciences and active research themes see: http://www.nottingham.ac.uk/mathematics/index.aspx.
If you are interested in this position, please click Apply Now and submit your application along with a copy of your CV and cover letter.
Informal enquiries may be addressed to Dr Hamid Abban email: hamid.abban@nottingham.ac.uk. Please note that applications sent directly to this email address will not be accepted.
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