CURRENT OPEN POSITIONS (all genders welcome)

Deadline for Applications: April 21, 2023
Currently, the following PhD positions are advertised, each associated to one of the two universities as detailed in the list below. The successful candidates will become members of the Vienna School of Mathematics and are expected to actively contribute to its activities. The extent of employment is 30 hours per week. Candidates who want to apply for more than one position must apply separately for each position by following the corresponding indicated procedure.
The VSM fosters diversity and gender equality.

1. Up to 4 PhD Positions Financed by the VSM (University of Vienna)
Detailed description, list of projects, and information on application; application deadline: April 21, 2023

2. Landau-Lifshitz-Gilbert Equation (TU Wien, Supervisors: Michael Feischl / Dirk Praetorius)
Up to 3 positions; detailed description, application via email; application deadline: April 21, 2023

3. Geometric Flows, Curvature Problems, Convex Geometry (TU Wien, Supervisor: Mohammad N. Ivaki)
Detailed description, application via email; application deadline: April 21, 2023

4. Cross-Diffusion Systems for Tumor Growth: Finite-Volume Approximation and Stability Analysis (TU Wien, Supervisor: Ansgar Jüngel)
Detailed description, application via email; application deadline: April 21, 2023

5. Numerical Methods for Nonlocal Operators (TU Wien, Supervisor: Markus Melenk)
Detailed description, application via email; application deadline: April 21, 2023

6. Algebraic and Model Theoretic Methods in Infinite-Domain Constraint Satisfaction (TU Wien, Supervisor: Michael Pinsker)
Detailed description, application via email; application deadline: April 21, 2023

7. Adaptive Low-Rank Approximation for the Data-Driven Exploration and Solution of PDEs (University of Vienna, Supervisor: Vladimir Kazeev)
Detailed description, application via Job Center; application deadline: April 21, 2023

This website will be continuously updated and further positions will become available at a later stage of this call.

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