Leeds, United Kingdom
ID: 7084522 (Ref.No. EPSMA1042)
Posted: September 2, 2021
Are you an ambitious researcher looking for your next challenge? Do you have a strong background in model theory? Do you want to further your career in one of the UK’s leading research-intensive universities?
We are looking for a Research Fellow to join our EPSRC-funded project “Model theory of analytic functions”, led by Dr Vincenzo Mantova. As part of the project, you will work on the boundary of model theory, differential algebra, and number theory to develop new insights about analytic functions. In particular, you will explore the connections between surreal numbers, transseries, classes of non-oscillating functions, and o-minimality, and/or problems related to the model theory of complex exponentials and of modular functions.
To explore the post further or for any queries you may have, please contact:
Dr Vincenzo Mantova, Lecturer in Pure Mathematics
Tel: +44 (0)113 343 8126
Please note: If you are not a British or Irish citizen, from 1 January 2021 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.
|Location:||Leeds - Main Campus|
|Faculty/Service:||Faculty of Engineering & Physical Sciences|
|School/Institute:||School of Mathematics|
|Salary:||£33,797 to £40,322 p.a.|
|Due to funding restrictions an appointment will not be made above £38,017 p.a.|
|Working Time:||37.5 hours per week|
|Post Type:||Full Time|
|Contract Type:||Fixed Term (3 years (grant funding))|
|Release Date:||Wednesday 01 September 2021|
|Closing Date:||Wednesday 29 September 2021|
|Interview Date:||To be confirmed|
The University community is made up of a wide range of people with diverse backgrounds and circumstances, which we value and regard as a great asset. As part of our continued commitment to equality and inclusion, we strive to create an environment where everyone can reach their full potential and have a real opportunity to participate in and contribute to our activities.