Research Fellow, Natural & Computing Sciences

at  University of Aberdeen

School/Section
Natural & Computing Sciences
Division
Mathematical Sciences
Staff Category
Research
Position Type
Full Time
Grade
Grade 6
Salary
£37,999 - £41,421
Ref No

JOB DESCRIPTION

The part Aberdeen will play within this programme is based on the work and experience of Professor Ran Levi in applications of algebra, graph theory, category theory, and algebraic topology to science, and particularly neuroscience. Work will be carried out primarily within the Institute of Mathematics which is a part of the School of Natural and Computing Science.
The successful candidate will have a PhD in pure or applied algebraic topology, and a working knowledge of mathematical programming in python and/or C++. The post will require collaborative work with Prof Levi on the subject of the programme, as well as meetings, discussions and collaborative work with other parties involved in the project.
Salary will be at the appropriate point on Grade 6, £37,999 - £41,421 per annum with placement according to qualifications and experience.
Informal enquiries should be made to Professor Ran Levi, Chair in Mathematical Sciences e-mail: r.levi@abdn.ac.uk
Should you require a visa to undertake employment in the UK you will be required to fulfil the minimum points criteria to be granted a Certificate of Sponsorship under the requirements of the Skilled Worker visa. At the time an offer of appointment is made, you will be asked to demonstrate that you fulfil the criteria in respect of qualification and competency in English. For research and academic posts, we will consider eligibility under the Global Talent visa. Please do not hesitate to contact Lucy Redmayne, HR Adviser (e-mail: lucy.redmayne@abdn.ac.uk) for further information.
To apply online for this position visit www.abdn.ac.uk/jobs
Job Reference Number: NCS236R
The closing date for the receipt of applications is 15 November 2024
The School of Natural and Computing Science embraces a diverse working environment and recognises the many benefits this can bring. Applications from individuals from across all of the equality protected characteristics are encouraged.

Please refer the Job description for details