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Periodic Timetable Optimization in Public Transport | SpringerLink
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Authors Authors and affiliations Christian Liebchen. Conference paper. Keywords Public Transport Cycle Basis Constraint Graph Integral Cycle Vehicle Schedule These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves. This is a preview of subscription content, log in to check access.
Michael R. Bussieck, Thomas Winter, and Uwe Zimmermann. Discrete optimization in public rail transport. Mathematical Programming B—, Google Scholar. Ramesh Hariharan, Telikepalli Kavitha, and Kurt Mehlhorn. A Faster Deterministic Algorithm for Minimum Cycle Bases in Directed Graphs.
In Michele Bugliesi et al. Springer, Reinhard Huschke. Schneller Umsteigen. Berliner Zeitung61 Wednesday, November 9,In German. Christian Liebchen. Finding short integral cycle bases for cyclic timetabling. In Giuseppe Di Battista and Uri Zwick, editors, ESAvolume of Lecture Notes in Computer Sciencepages christian liebchen dissertation A cut-based heuristic to produce almost feasible periodic railway timetables.
In Sotiris E. Nikoletseas, christian liebchen dissertation, editor, WEAchristian liebchen dissertation of Lecture Notes in Computer Sciencepages — Der Berliner U-Bahn Fahrplan — Realisierung eines mathematisch optimierten Angebotskonzeptes.
FGSV Verlag, In German. Fahrplanoptimierung im Personenverkehr—Muss es immer ITF sein? Eisenbahntechnische Rundschau, 54 11 —, de, PhD thesis. Thomas Lindner.
Train Schedule Optimization in Public Rail Transport. thesis, Christian liebchen dissertation Universität Braunschweig, Christian Liebchen and Rolf H. A case study in periodic timetabling. Notes in Theoretical Computer Science66 6 The modeling power of the periodic event scheduling problem: Railway timetables — and beyond.
To appear in Springer LNCS Volume Algorithmic Methods for Railway Optimization. Christian Liebchen, Mark Proksch, and Frank H. Performance of algorithms for periodic timetable optimization. To appear in Springer LNEMS PProceedings of the Ninth International Workshop on Computer-Aided Scheduling of Public Transport CASPT. To appear. Christian Liebchen and Romeo Rizzi. Cycles bases of graphs. Technical ReportTU Berlin, Mathematical Institute, accepted christian liebchen dissertation publication in Discrete Applied Mathematics.
Karl Nachtigall. Periodic Network Optimization and Fixed Interval Timetables. Habilitation thesis, Universität Hildesheim, Michiel A, christian liebchen dissertation. A constraint generation algorithm for the construction of periodic railway timetables.
B30 6 —, CrossRef Google Scholar. Leon Christian liebchen dissertation. Cyclic Railway Timetable Optimization. thesis, Erasmus Universiteit Rotterdam, Alexander Schrijver and Adri G. Dienstregelingontwikkeling voor Railned. Rapport CADANS 1.
In Dutch. Paolo Serafini and Walter Ukovich. A mathematical model for periodic scheduling problems. SIAM Journal on Discrete Mathematics2 4 —, Christian Liebchen 1 1.
Institut für Mathematik, Kombinatorische Optimierung und Graphenalgorithmen Technische Universität Berlin Germany. Personalised recommendations, christian liebchen dissertation. Cite paper How to cite? RIS Papers Reference Manager RefWorks Zotero. ENW EndNote. BIB BibTeX JabRef Mendeley. Buy options.
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