Profile of Robert Schieweck

 
Robert Schieweck
Institut für Numerische und Angewandte Mathematik
Lotzestraße 16-18
37083 Göttingen
Germany
 
Room 220
Telephone +49 (0)551-39-4513
r.schieweck@math.uni-goettingen.de
 

Research interests

 

• Location theory
• Computational geometry
• Global optimization

 

Scientific Vita

 

since Oct. 2011	Scholarship in the Research Training Group 1023 Identification in Mathematical Models, University of Göttingen
April 2011 - Oct. 2011	Research assistant at the Institute for Numerical and Applied Mathematics, University of Göttingen
Oct. 2010 - Feb. 2011	Research assistant in the Research Training Group 1644 Scaling Problems in Statistics, University of Göttingen
Sep. 2010	Diploma in Mathematics (Physics minor)
Diploma thesis	The Method of Least Absolute Deviations in Linear Models with Latent Classes and Outliers (German, [PDF])
Oct. 2005 - Sep. 2010	Studies of Mathematics with Physics minor, University of Göttingen
June 2005	Abitur (German higher education entrance qualification)
Aug. 1996 - June 2005	Goethe-Gynmasium in Berlin (German secondary school)

 

Talks at Conferences and Workshops

 

• Lower bounds for line location problems via demand regions.
  October 8, 2013 at INFORMS Annual Meeting 2013 in Minneapolis, USA
• Computational results for the p-median line problem with outlier detection.
  July 3, 2013 at 26th European Conference on Operational Research in Rome, Italy
• Locating a median strip in the plane.
  July 20, 2012 at ISOLDE XII in Nagoya & Kyoto, Japan
• Properties and algorithms for line location with extensions.
  March 20, 2012 at 28th EuroCG in Assisi, Italy
• Locating least absolute deviations regression lines with latent classes and outliers.
  October 13, 2011 at EWGLA XIX in Nantes, France

Refereed journal publications

• J. Brimberg, R. Schieweck, A. Schöbel. 2015. Locating a median line with partial coverage distance. Journal of Global Optimization 62(2): Springer. 371-389.

Submitted articles

• R. Schieweck. 2013. Lower bounds for line location problems via demand regions. Institut für Numerische und Angewandte Mathematik, Universität Göttingen.

Download these publications as a single BibTeX-file: publications.bib