Line planning in public transportation: models and methods A Schöbel OR spectrum 34 (3), 491-510, 2012 | 412 | 2012 |
Minmax robustness for multi-objective optimization problems M Ehrgott, J Ide, A Schöbel European Journal of Operational Research 239 (1), 17-31, 2014 | 322 | 2014 |
The weber problem Z Drezner, K Klamroth, A Schöbel, GO Wesolowsky Facility location: Applications and theory, 1-36, 2002 | 257 | 2002 |
Line planning with minimal travelling time A Schöbel, S Scholl Preprint 14005, 2005 | 225 | 2005 |
Computing delay resistant railway timetables C Liebchen, M Schachtebeck, A Schöbel, S Stiller, A Prigge Computers & Operations Research 37 (5), 857-868, 2010 | 208 | 2010 |
Delay management with rerouting of passengers T Dollevoet, D Huisman, M Schmidt, A Schöbel Transportation science 46 (1), 74-89, 2012 | 199 | 2012 |
Robustness for uncertain multi-objective optimization: a survey and analysis of different concepts J Ide, A Schöbel OR spectrum 38 (1), 235-271, 2016 | 198 | 2016 |
An eigenmodel for iterative line planning, timetabling and vehicle scheduling in public transportation A Schöbel Transportation Research Part C: Emerging Technologies 74, 348-365, 2017 | 191 | 2017 |
Optimization in public transportation. Stop location, delay management and tariff zone design in a public transportation network A Schöbel Springer, New York, 2006 | 181* | 2006 |
A model for the delay management problem based on mixed-integer-programming A Schöbel Electronic notes in theoretical computer science 50 (1), 1-10, 2001 | 181 | 2001 |
To wait or not to wait—and who goes first? Delay management with priority decisions M Schachtebeck, A Schöbel Transportation science 44 (3), 307-321, 2010 | 177 | 2010 |
Algorithm engineering in robust optimization M Goerigk, A Schöbel Algorithm engineering: selected results and surveys, 245-279, 2016 | 170 | 2016 |
Integer programming approaches for solving the delay management problem A Schöbel Algorithmic Methods for Railway Optimization: International Dagstuhl …, 2007 | 162 | 2007 |
Hub location problems in urban traffic networks S Nickel, A Schöbel, T Sonneborn Mathematical methods on optimization in transportation systems, 95-107, 2001 | 151 | 2001 |
Locating lines and hyperplanes: theory and algorithms A Schöbel Springer Science & Business Media, 1999 | 137 | 1999 |
Integrating line planning, timetabling, and vehicle scheduling: a customer-oriented heuristic M Michaelis, A Schöbel Public Transport 1, 211-232, 2009 | 129 | 2009 |
Capacity constraints in delay management A Schöbel Public transport 1, 135-154, 2009 | 120 | 2009 |
An approximation algorithm for convex multi-objective programming problems M Ehrgott, L Shao, A Schöbel Journal of Global Optimization 50, 397-416, 2011 | 119 | 2011 |
Generalized light robustness and the trade-off between robustness and nominal quality A Schöbel Mathematical Methods of Operations Research 80 (2), 161-191, 2014 | 114 | 2014 |
Delay management including capacities of stations T Dollevoet, D Huisman, L Kroon, M Schmidt, A Schöbel Transportation Science 49 (2), 185-203, 2014 | 112 | 2014 |