Earliest starting date: 1 September 2026
This postdoctoral position is dedicated to advancing research in geometric group theory, with particular emphasis on the representation theory of totally disconnected locally compact groups. The project explores whether key analytic properties known for Lie groups extend to a range of non‑Lie examples within the totally disconnected setting.
Applicants should have a solid research background in totally disconnected locally compact groups. Candidates whose expertise closely matches the goals of the project will be given priority.
Requirement: PhD degree obtained after April 2021
Funding agency: Danmarks Frie Forskningsfond (DFF)
Duration: 3 years
Host: Corina-Gabriela Ciobotaru
Earliest starting date: 1 October 2026
The project examines the impact of distributivity of the lattice of thick subcategories of a triangulated category on properties of both the triangulated category and the algebraic or geometric object from which it originates. We will also explore the problem of which lattices are realizable as lattices of thick subcategories, and how their properties are reflected in the realizations.
We seek candidates with a strong background in triangulated categories, preferably with particular expertise in one or more of the following topics: representation theory, homotopy theory or algebraic geometry.
Requirement: PhD degree obtained after April 2021
Funding agency: Independent Research Fund Denmark
Duration: 3 years
Host: Sira Helena Gratz
