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Postdoctoral Position in Mathematical Physics and Theoretical High Energy Physics at the University of Geneva University of Geneva in Switzerland
Degree Level
Postdoc
Field of study
Mathematics
Funding
Funded by the SNSF Starting Grant "Quantum Curves and Black Holes". Initial appointment is for two years with the possibility of extension for a third year.
Deadline
Jan 1, 2027
Country
Switzerland
University
University of Geneva

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About this position
Postdoctoral position in Mathematical Physics and Theoretical High Energy Physics at the University of Geneva, Section of Mathematics, in the research group of Alba Grassi.
The position is supported by the SNSF Starting Grant Quantum Curves and Black Holes. The successful candidate will work on research related to the scientific goals of the project and will also have some teaching duties within the Section of Mathematics.
Eligibility: applicants should have no more than three years of postdoctoral research experience at the time of appointment.
Appointment details: initial contract for two years, with the possibility of extension for a third year. The position is expected to start in fall 2027 (with some flexibility).
Application: preference is given to applications submitted by 2027-01-01. Late applications may still be considered until the position is filled. Apply via Academic Jobs Online.
Funding details
Funded by the SNSF Starting Grant "Quantum Curves and Black Holes". Initial appointment is for two years with the possibility of extension for a third year.
What's required
Applicants should have no more than three years of postdoctoral research experience at the time of appointment. The position includes some teaching duties within the Section of Mathematics. Research should align with the scientific goals of the SNSF Starting Grant project.
How to apply
Apply online through Academic Jobs Online. Preference is given to applications submitted by January 1, 2027, though late applications may be considered until the position is filled.
More information can be found here
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