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UK jobs. Bigger possibilities.
170,000+ live jobsResearch Fellow in Set Theory
On-site in Leeds·Added today (last checked 29 Oct)
University of Leeds
75 open roles
Our summary
- Work mode
- On-site, Leeds
- Closing date
- Apply by Wednesday 4 November
- Holiday
- 26 days holiday
Pay & benefits
What you'll get
- 26 days holiday plus approx.16 Bank Holidays/days that the University is closed by custom (including Christmas) - That's 42 days a year!
- Generous pension scheme options plus life assurance.
- Health and Wellbeing: Discounted staff membership options at The Edge, our state-of-the-art Campus gym, with a pool, sauna, climbing wall, cycle circuit, and sports halls.
- Personal Development: Access to courses run by our Organisational Development & Professional Learning team.
- Access to on-site childcare, shopping discounts and travel schemes are also available.
And much more!
To explore the post further or for any queries you may have, please contact:
Dr Asaf Karagila, University Academic Fellow University of Leeds
Tel: +44 (0)113 343
Email: a.karagila@leeds.ac.uk
Visa & relocation
Please note: If you are not a British or Irish citizen, you will require permission to work in the UK. This will normally be in the form of a visa but, if you are an EEA/Swiss citizen and resident in the UK before 31 December 2020, this may be your passport or status under the EU Settlement Scheme.
The role
Do you have a deep understanding of the Axiom of Choice? Do you find large cardinal axioms interesting? Are you enthusiastic about collaborative research around the connections between the Axiom of Choice, symmetric extensions, and large cardinal axioms at the University of Leeds?
We are looking for one Research Fellow to work on the project "Understanding the axioms II: Symmetric extensions for large cardinal axioms", funded by the UKRI through the Future Leaders Fellowship scheme. As part of this project you will be developing and analysing mathematical constructions related to the Axiom of Choice through various different lenses, and their connections to large cardinal axioms, as well as to other standard consequences of the Axiom of Choice. The project is led by Dr Asaf Karagila.
The vision of grant is to understand and extend how elementary embedding-based large cardinal axioms interact with the Axiom of Choice. Proving the necessity of choice axioms, constructing counterexamples, and laying the ground for future work on the subject.
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