Tuesday, June 11, 2024

[DMANET] PhD position in Optimization at Passau University

The Mathematical Optimization group at Passau University is offering a full-time
PhD position. Possible research topics are within the areas of discrete and combinatorial optimization,
continuous and infinite dimensional optimization, design, theoretical analysis, and
computational evaluation of optimization algorithms, game theory and economics.
The position comes with a teaching load of 5 hours per semester-week in the broad area of mathematical
optimization but can be adapted to the applicants background.

We are looking for a highly motivated candidates with a background in
mathematics, theoretical computer science, or operations research, who
completed their master's degree or is about to complete it. Profound knowledge of optimization (algorithms, mathematical programming etc.) and/or strong
programming skills are a plus but not necessary.

The University of Passau owes its strong visibility and good repute to excellent research, innovative teaching and its tight-knit international academic networks. Some 12,000 students and more than 1,200 staff study and work on our University campus, which is located a stone's throw from the historical Old Town of Passau and combines state-of-the-art technical infrastructure with award-winning architecture.

We offer employment as a full-time PhD for initially up to three years,
renewable for another two years. Salary is
competitive and funds for conference travels, participation in summer
schools, and other activities are available. The tentative starting date is
October 2024, but later dates are possible, depending on the availability
of the candidate.

For questions regarding this position please contact:
Prof. Dr. Tobias Harks
- https://www.fim.uni-passau.de/mathopt/
- tobias.harks@uni-passau.de

Please apply by sending your CV including a motivation letter and a pdf of your master thesis to tobias.harks@uni-passau.de. Applications will be considered from June 20 on until the position is filled.


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