[Job-offers-cs] Postdoc Position on Parameterized Complexity at TU Wien, Austria
Pekka Orponen
pekka.orponen at aalto.fi
Sat Sep 19 19:06:03 EEST 2020
-------- Forwarded Message --------
Subject: [DMANET] Postdoc Position on Parameterized Complexity at TU
Wien, Austria
Date: Tue, 8 Sep 2020 13:31:23 +0200
From: Robert Ganian <rganian at gmail.com>
To: DMANET at zpr.uni-koeln.de
Postdoc Position on Parameterized Complexity at TU Wien, Austria
The position is part of the project "New Frontiers for Parameterized
Complexity" of the FWF Austrian Science Fund and is hosted by the
Algorithms and Complexity Group at the Vienna University of Technology
(TU Wien). The position will be supervised by Robert Ganian (the
principal investigator of the project).
We offer the possibility of working on exciting research projects, ample
travel funding, and the option of collaborating not only with other
postdocs and PhD students within the project but also with other members
of the Algorithms and Complexity Group (https://www.ac.tuwien.ac.at/).
There are no teaching obligations associated with the position. The
starting date is flexible and the position is offered for a minimum of 1
year, with the possibility of extension. The salary will follow the
FWF's salary tables (see
https://www.fwf.ac.at/en/research-funding/personnel-costs/) and includes
standard bonuses in the form of a 13th and 14h salary, altogether
allowing for a convenient life in Vienna close to the city center.
Applicants are expected to have a strong research record in algorithmic
theory and complexity, preferably (but not necessarily) with a focus on
parameterized complexity.
The application should include the candidate's CV, a short motivation
letter, and two letters of recommendation (all in a single pdf file;
alternatively, letters of recommendation may be sent directly by their
authors). The application should also mention possible starting dates
and should be sent to rganian at gmail.com by 15 October 2020.
Informal enquiries and questions about the position are very welcome and
should also be sent to rganian at gmail.com.
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