A position exists for a Postdoctoral Research Associate in the Department of Pure Mathematics and Mathematical Statistics to work on the geometric analysis aspects of special Lagrangians, Lagrangian mean curvature flows, and Hamiltonian stationary Lagrangian submanifolds, with Dr. Yang Li, funded by the Royal Society.
Duties:
1. Conduct individual and collaborative research objectives, proposals, and projects.
2. Plan and manage own research and administration, with guidance if required.
3. Take an active role within the research group, including participation in and delivery of seminars and conferences.
Qualifications:
The successful candidate will have, or be close to completing, a PhD in mathematics, and will have relevant experience in geometric analysis and geometric measure theory. If you are yet to obtain your PhD, you will be appointed as a Research Assistant in the first instance.
Application Process:
Click the 'Apply' button below to register an account with our recruitment system (if you have not already) and apply online. Please indicate the contact details of two or three academic referees on the online application form and upload a full curriculum vitae and a description of your recent research (not to exceed five pages). Please ensure that at least one of your referees is contactable at any stage of the selection process, and is made aware that they will be contacted by the Mathematics HR Office Administrator to request that they upload a reference for you to our Web Recruitment System; and please encourage them to do so promptly.
Limit of Tenure: The position is for one year, and may be further renewed subject to the availability of funding. The start date is 1 Oct 2025 or by mutual agreement.
Please quote reference LF44642 on your application and in any correspondence about this vacancy.
The University actively supports equality, diversity, and inclusion and encourages applications from all sections of society. The University has a responsibility to ensure that all employees are eligible to live and work in the UK.
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