Logic List Mailing Archive
PhD student position in probabilististic analysis of algorithms, Twente (The Netherlands), Deadline 15 Mar 2015
PhD Position at the University of Twente
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Probabilistic Analysis of Algorithms
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A full-time PhD position is available within an NWO project on probabilistic
analysis of algorithms.
The position is within the group Discrete Mathematics and Mathematical
Programming (DMMP) at the Department of Applied Mathematics. The project is
funded by Netherlands Organization for Scientific Research (NWO) and is
embedded in the University of Twente's Centre for Telematics and Information
Technology (CTIT), the largest academic ICT research institute in the
Netherlands.
REQUIREMENTS
The successful candidate should have a Master's degree in Mathematics, Computer
Science, or a related field. A solid background in Discrete Optimization,
Theoretical Computer Science, or the Analysis of Algorithms is highly
appreciated but not a must as the candidate will be given the opportunity to
follow courses in the LNMB PhD program during her/his first year (see
www.lnmb.nl).
WHAT WE OFFER
We offer a 4-year research position in a dynamic and international environment.
The DMMP group consists currently consists of 10 faculty members and is headed
by Prof. Marc Uetz. Please see www.utwente.nl/ewi/dmmp/ for more details. The
University of Twente provides excellent campus facilities, and actively
supports professional and personal development. The gross monthly salary starts
with ?2125,- in the first year and increases to ?2718,- in the fourth year
of your employment. The salary is supplemented with a holiday allowance of 8%
and an end-of year bonus of 8.33%.
PROJECT DESCRIPTION: Framework for Random Metric Spaces
Large-scale optimization problems show up in many domains, such as engineering,
scheduling, economics, but also, e.g., in the sciences. Unfortunately, finding
optimal solutions within reasonable time is often impossible because the
problems that have to be solved are computationally intractable. Because of
this, optimization problems are nowadays often attacked using ad-hoc
heuristics. Many such heuristics show a remarkable performance, but their
theoretical (worst-case) performance is poor - worst-case analysis is often too
pessimistic to reflect the performance observed. In order to explain the
performance of heuristics, probabilistic analysis is the method of choice,
where performance is analyzed with respect to random instances.
The instances of many optimization problems involve, implicitly or explicitly,
a metric space. This can be physical distances, but also, e.g., costs for
travel or transportation. Up to now, however, probabilistic analysis of
algorithms is almost exclusively restricted to Euclidean instances or the
distances are drawn independently, disregarding the metric nature. Both
approaches fall short of explaining the average-case performance of heuristics
on general metric instances.
Our goal is to develop and apply a framework for random metric spaces. We want
to develop models for random metric spaces, study their properties, and apply
these findings to explain the observed performance of heuristics for
optimization problems. The goal is to obtain more conclusive insights about
performance than with the traditionally used models, and to use the insights
obtained to design better algorithms.
INFORMATION AND APPLICATION
You are invited to send your application (including curriculum vitae, copies of
certificates, a letter of motivation, and a short summary of your MSc research)
as well as contact information of at least two references that may be
consulted.
Please submit your documents as PDF via
http://www.utwente.nl/vacatures/?VacatureID=711594
Deadline for applications is March 15, 2015. The intended starting date is
summer/spring 2015, the exact starting date is negotiable.
Please do not hesitate to send any questions to the email given below.
Bodo Manthey
University of Twente
Department of Applied Mathematics
Discrete Mathematics and Mathematical Programming
Enschede, The Netherlands
Email: b.manthey@utwente.nl
http://www.math.utwente.nl/~mantheyb/