https://jobs.tue.nl/en/vacancy/postdoc-position-quotreduce-search-projectquot-948352.html
For your convenience I have copied the text from this website below.
TU Eindhoven is offering a 1-year postdoc position for a talented and motivated researcher with a strong interest in algorithms and complexity. The research is supported by ERC Starting grant "Rigorous Search Space Reduction" and is aimed at advancing the theory of algorithmic preprocessing. The project investigates questions such as: why does preprocessing lead to such large speedups for some NP-hard problems? How does a preprocessing algorithm reduce the search space of the follow-up algorithm? Which aspects of a problem input make it amenable to preprocessing? How can new preprocessing algorithms be developed that deliver speedups of several orders of magnitude? These questions are tackled using the framework of parameterized complexity and kernelization, and are asked for a diverse set of NP-hard problems concerning graphs, logic, and constraint satisfaction.
The position is supervised by dr. Bart M. P. Jansen (https://www.win.tue.nl/~bjansen/ )
Job requirements
The postdoctoral candidate is required to have a strong background in algorithms or computational complexity. Experience within the domain of parameterized complexity, kernelization, or constraint satisfaction problems is a plus. Candidates are expected to be fluent in English, both oral and in writing, and to have obtained a PhD degree.
The postdoctoral candidate will be expected to conduct independent research on topics relevant to the above agenda, to publish this research at conferences and journals, and to cooperate with the PhD candidates and principal investigator of the ReduceSearch project. The position does not have any required teaching duties. If the postdoctoral candidate wishes to further their development by assisting with the daily supervision of master- or PhD students, there will be opportunities to do so.
The starting date is negotiable, but must be no later than January 1st 2023. The position is offered for a period of one year, which may be extended.
Conditions of employment
A meaningful job in a dynamic and ambitious university with the possibility to present your work at international conferences.
A full-time employment for 1 year.
You will have free access to high-quality training programs on general skills, didactics and topics related to research and valorization.
A gross monthly salary and benefits in accordance with the Collective Labor Agreement for Dutch Universities.
Additionally, an annual holiday allowance of 8% of the yearly salary, plus a year-end allowance of 8.3% of the annual salary.
The position comes with ample travel budget to engage in research activities abroad.
A broad package of fringe benefits (including an excellent technical infrastructure, moving expenses, and savings schemes).
Should you come from abroad and comply with certain conditions, you can make use of the so-called '30% facility', which permits you not to pay tax on 30% of your salary.
Family-friendly initiatives are in place, such as an international spouse program, and excellent on-campus children day care and sports facilities.
Information and application
If you are interested in the postdoc position and would like to apply, please send us your application by using the 'apply for this job' button at the top of this page. Your application must contain the following documents:
A motivation letter describing your background and reasons for applying for this position.
A 1-page research statement describing research interests and goals.
A detailed CV including a publications list and overview of presentations at scientific meetings.
Names and contact information of two academic references.
You can upload only 5 documents up to 2 MB each.
Please send us your application before September 15th 2022; you can only apply using the "Apply now button" on the website of the Technical University of Eindhoven.
Screening of applicants will start as soon as applications are received and will continue until the position has been filled.
About the research environment
TU Eindhoven features a rich environment for algorithmic research. The cluster Algorithms, Geometry, and Applications, including full professors Mark de Berg and Bettina Speckmann investigates (parameterized, approximation, and classic) algorithms for problems in computational geometry and graph theory. The Combinatorial Optimization group (prof. Frits Spieksma) focuses on problems in scheduling and optimization. In addition, TU Eindhoven is one of the four cornerstones of the NETWORKS project which investigates algorithmic and stochastic problems on complex networks. All combined, this research environment offers the postdoctoral researcher interesting possibilities for collaboration.
About TU Eindhoven
TU Eindhoven (TU/e) is a mid-size technical university located in the heart of the high-tech industry in the Netherlands, named the Brainport region. Eindhoven is the fifth largest city in the Netherlands, and including suburbs it has about 420,000 inhabitants. TU/e is a highly ranked university both in research and education. Our training and research programs are highly regarded and we foster close relationships with companies, organizations and research institutes in the Brainport region and beyond. TU/e is a social and inspiring university with a fine culture. You'll quickly feel at home, surrounded by people who share your scientific ambitions. The TU/e currently has nine departments, with over 11,000 students in total.
More information
Further information with respect to the positions can be obtained from dr. Bart M. P. Jansen via email b.m.p.jansen[at]tue.nl
Further information concerning employment conditions can be found here or obtained from HR Services for Mathematics and Computer Science viaemail HRServices.MCS[at]tue.nl.
**********************************************************
*
* Contributions to be spread via DMANET are submitted to
*
* DMANET@zpr.uni-koeln.de
*
* Replies to a message carried on DMANET should NOT be
* addressed to DMANET but to the original sender. The
* original sender, however, is invited to prepare an
* update of the replies received and to communicate it
* via DMANET.
*
* DISCRETE MATHEMATICS AND ALGORITHMS NETWORK (DMANET)
* http://www.zaik.uni-koeln.de/AFS/publications/dmanet/
*
**********************************************************
Posts
