Peter Newstead Fellow in Pure Mathematics – Grade 8

We are seeking to appoint a Peter Newstead Fellow (Senior Postdoctoral Research Associate).

You will be working with Dr Thomas Eckl, Dr Naoki Koseki, Dr Nicola Pagani, Dr Alice Rizzardo and Dr Jon Woolf within the project “Enumerative Geometry via Triangulated Categories and Bridgeland Stability Conditions” funded by XTX Markets.  You will be a part of the Pure Mathematics section at the Department of Mathematical Sciences of the University of Liverpool.

The members of this research project have a broad range of research interests and areas of expertise which include: enumerative algebraic geometry, triangulated categories and non-commutative geometry, Bridgeland stability conditions, moduli spaces and their compactifications, Hodge theory, classification of higher-dimensional varieties, and perverse sheaves and stratifications.

You should have a PhD in pure mathematics or in another relevant quantitative subject. You should have research experience in algebraic geometry or an adjacent field, ideally in one of the following areas: enumerative geometry, triangulated and derived categories, Bridgeland stability conditions, moduli spaces, perverse sheaves. You should demonstrate excellent verbal and written communication skills and be able to write clearly and succinctly for publication.

We are committed to supporting the career development of Postdoctoral Research Associates. You will have the opportunity to have research visits and to attend conferences to present the results from your work. You will be appointed in the Department of Mathematical Sciences, which is part of the School of Physical Sciences.

The expected start date is between 1 September and 31 December 2026 for 30 months.

Please contact Dr Jon Woolf (jonwoolf@liverpool.ac.uk ) for all enquiries.

Our commitment to Equality, Diversity and Inclusion

We are committed to enhancing a workforce as diverse as our community and particularly encourage applicants who are of minoritised genders and ethnic backgrounds, living with a disability, and/or are members of the LGBTQIA+ community.

Closing Date:  10 April 2026 

For full details and to apply online, please click on the apply button above.

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