Research Associate - Higher Gauge Theory and Higher-dimensional Integrability

Department

The Department of Mathematics at the University of York seeks a post doctoral researcher to work under the supervision of Dr. Benoit Vicedo (and the co-supervision of Prof. Alexander Schenkel from the University of Trento, Italy) on the EPSRC funded project titled “Higher Gauge Theory And Higher-dimensional Integrability”.

Role

The aim of the project is to work towards developing a novel and comprehensive framework for higher-dimensional integrable models using techniques from higher gauge theory to explore higher dimensional and higher gauge-theoretic versions of the recent framework of 4-dimensional Chern-Simons theory.

This is a fixed-term contract for up to 24 months.

Skills, Experience & Qualification needed

• Candidates will have completed, or be close to completing, a PhD in a relevant area of Mathematics or Mathematical Physics or equivalent experience
• An ideal candidate will have a strong mathematical background and experience in working with gauge theoretic approaches to integrability based on Chern-Simons theories and/or general higher algebraic structures.
• The applicant should also show great potential at mastering new areas and techniques.

Interview date: to be confirmed

For informal enquiries: please contact Benoît Vicedo, email: b.vicedo@york.ac.uk

The University strives to be diverse and inclusive – a place where we can ALL be ourselves.

We particularly encourage applications from people who identify as Black, Asian or from a Minority Ethnic background, who are underrepresented at the University. 

We offer family friendly, flexible working arrangements, with forums and inclusive facilities to support our staff. #EqualityatYork

As a Disability Confident employer, we will ensure that a fair and proportionate number of disabled applicants that meet the minimum (essential) criteria for each position will be offered an interview. Read more about the University of York’s commitments under the Disability Confident scheme.

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