Research Associate in Algebraic Geometry
at Imperial College London
South Kensington, England, United Kingdom -
Start Date | Expiry Date | Salary | Posted On | Experience | Skills | Telecommute | Sponsor Visa |
---|---|---|---|---|---|---|---|
Immediate | 21 Jan, 2025 | GBP 56345 Annual | 21 Oct, 2024 | N/A | Good communication skills | No | No |
Required Visa Status:
Citizen | GC |
US Citizen | Student Visa |
H1B | CPT |
OPT | H4 Spouse of H1B |
GC Green Card |
Employment Type:
Full Time | Part Time |
Permanent | Independent - 1099 |
Contract – W2 | C2H Independent |
C2H W2 | Contract – Corp 2 Corp |
Contract to Hire – Corp 2 Corp |
Description:
AVAILABLE DOCUMENTS
Attached documents are available under links. Clicking a document link will initialize its download.
- Download: Employee Benefits Booklet.Pdf
- Download: Research Associate Job Description.Pdf
Please note that job descriptions are not exhaustive, and you may be asked to take on additional duties that align with the key responsibilities mentioned above.
We reserve the right to close the advert prior to the closing date stated should we receive a high volume of applications. It is therefore advisable that you submit your application as early as possible to avoid disappointment.
If you encounter any technical issues while applying online, please don’t hesitate to email us at support.jobs@imperial.ac.uk. We’re here to help.
Responsibilities:
ABOUT THE ROLE
Applications are invited for a Research Associate position in the Department of Mathematics at Imperial College London, funded by the Royal Society University Research Fellowship on ‘’Geometric Applications of Stability Conditions on Triangulated Categories.’
WHAT YOU WOULD BE DOING
The successful candidate will work closely with Dr Soheyla Feyzbakhsh and the algebraic geometry group at Imperial College on some aspects of the Royal Society fellowship on “Geometric Applications of Stability Conditions on Triangulated Categories.”
This position is well-suited for candidates with expertise in one or more of the following areas: derived categories, Bridgeland stability conditions, Brill-Noether theory, K3 surfaces, Fano varieties, Donaldson-Thomas theory, and enumerative invariants in string theory.
REQUIREMENT SUMMARY
Min:N/AMax:5.0 year(s)
Education Management
Pharma / Biotech / Healthcare / Medical / R&D
Education
Phd
Proficient
1
South Kensington, United Kingdom