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Theoretical Computer Science / Theoretische Informatik
Institut[e] f(o|ü)r Informati(cs|k), [Universität] Osnabrück [University]
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Dr. Fritz Bökler
| Office hours | by appointment |
| fboekler@uos.de | |
| Phone | +49 (0)541/969-3567 |
| Fax | +49 (0)541/969-2799 |
| Room | 50/508 |
| ORCiD | 0000-0002-7950-6965 |
Research Interests
- (Multi-objective) combinatorial optimization, especially graph problems
- Multi-objective linear programming
- Fixed-parameter tractability
- Integer programming methods
- Graph theory, graph algorithms
- Computational complexity
Publications
Refereed Conference Articles
- An Experimental Study of ILP Formulations for the Longest Induced Path Problem
Fritz Bökler, Markus Chimani, Mirko H. Wagner, Tilo Wiedera,
ISCO 2020, accepted - Approximating Multiobjective Shortest Path in Practice
Fritz Bökler and Markus Chimani,
SIAM ALENEX, ACM-SIAM Proceedings, pp. 120–133, 2020. - Tree-Deletion Pruning in Label-Correcting Algorithms for the Multiobjective Shortest Path Problem
Fritz Bökler and Petra Mutzel,
WALCOM 2017, Springer, Lecture Notes in Computer Science 10167, pp. 190–203, 2017. - The Multiobjective Shortest Path Problem Is NP-Hard, or Is It?
Fritz Bökler,
EMO 2017, Springer, Lecture Notes in Computer Science 10173, pp. 77–87, 2017. - Output-Sensitive Algorithms for Enumerating the Extreme Nondominated Points of Multiobjective Combinatorial Optimization Problems
Fritz Bökler and Petra Mutzel,
Algorithms – ESA 2015, Springer, Lecture Notes in Computer Science 9294, pp. 288–299, 2015. - The Stochastic Steiner Tree Problem on Partial k-Trees
Fritz Bökler, Petra Mutzel and Bernd Zey,
Proceedings of the Workshop on Mathematical and Engineering Methods in Computer Science (MEMICS) 2012, NOVPRESS Brno, October 2012.
Refereed Journal Articles
- Multi-Objective Optimisation based Planning of Power-Line Grid Expansions
Daniel Bachmann, Fritz Bökler, Jakob Kopec, Kira Popp, Björn Schwarze, Frank Weichert,
International Journal of Geo-Information 7(7), 2018. - Output-sensitive Complexity of Multiobjective Combinatorial Optimization (arXiv)
Fritz Bökler, Matthias Ehrgott, Christopher Morris, Petra Mutzel,
Journal of Multicriteria Decision Analysis 24(1–2), pp. 25–36, 2017.
Other Journal Articles
- Konfliktarme Trassenverläufe
Frank Weichert, Daniel Bachmann, Fritz Bökler, Jakob Kopec, Kira Popp, Björn Schwarze,
arcAktuell 4/2015, 2015. - Transparente Identifizierung und Bewertung von Höchstspannungstrassen mittels mehrkriterieller Optimierung
Daniel Bachmann, Fritz Bökler, Mike Dokter, Jakob Kopec, Björn Schwarze and Frank Weichert,
Energiewirtschaftliche Tagesfragen, September 2015.
Theses
- Output-sensitive Complexity of Multiobjective Combinatorial Optimization Problems with an Application to the Multiobjective Shortest Path Problem
Fritz Bökler,
Dissertation (PhD thesis), TU Dortmund, April 2018. - TR12-02: Algorithmen für das Stochastische Steinerbaumproblem auf Serien-Parallelen Graphen
Fritz Bökler,
Diplomarbeit (Master's thesis), TU Dortmund, April 2012.
Awards
- 2019 Doctoral Dissertation Award of the MCDM Society
Former Research Projects
- BMWI Projekt: Stromnetzplanung
This interdisciplinary research and development project has the aim to investigate sustainable methods of evaluating and analyzing network topologies and power grid lines. A special focus will be made on multi-objective tools and optimization.
Teaching/Lehre
Summer 2020
- Lecture: Algorithmic Multiobjective Optimization
Winter 2019/20
- Lecture: Approximation Algorithms
- Seminar: Algorithmic Concepts
Summer 2019
- Lecture: Algorithmic Multiobjective Optimization
Winter 2018/19
- Practice Project: McGyver – Visualizing Algorithms for Multiobjective Graph Problems
Summer 2018
- Practice Project: McGyver – Visualizing Algorithms for Multiobjective Graph Problems
Supervised Bachelor/Master/Diploma-Theses
- Methoden zur Lösung des Mehrkriteriellen Kürzeste-Wege-Problems im Überblick
Maximilian Trögel, Bachelor’s Thesis, TU Dortmund, 2017. - Optimale Schrittweiten für einen Bikriteriellen Evolutionären Algorithmus mit S-Metrik-Selektion
Rosa Pink, Bachelor’s Thesis, TU Dortmund with Günter Rudolph, 2016. - Vergleich von Algorithmen zum Bestimmen von Minimalen Vektoren
Oliver Zietek, Bachelor’s Thesis, TU Dortmund, 2016. - Enumeration Complexity of Multicriteria Linear Optimization
Christopher Morris, Master’s Thesis, TU Dortmund, 2015. - Algorithms for Multicriteria Network Design Problems on Graphs of Bounded Treewidth
Stephan Schlagkamp, Master’s Thesis, TU Dortmund, 2013.
staff/boekler.txt · Last modified: April 03, 2020 (15:08) by boekler