Biblio

Export 323 results:
Author Title Type [ Year(Asc)]
2022
Özcan E, De Causmaecker P, Berghe GVanden.  2022.  Advances in the practice and theory of automated timetabling. Journal of Scheduling. 25:259–259.
Akkan C, Gülcü A, Kuş Z.  2022.  Bi-criteria simulated annealing for the curriculum-based course timetabling problem with robustness approximation. Journal of Scheduling. 25:477–501.
Ceschia S, Di Gaspero L, Schaerf A.  2022.  Educational timetabling: Problems, benchmarks, and state-of-the-art results. European Journal of Operational Research. In press
Vass J, Lackner M-L, Mrkvicka C, Musliu N, Winter F.  2022.  Exact and meta-heuristic approaches for the production leveling problem. Journal of Scheduling. 25:339–370.
Fonseca GHG, Toffolo TAM.  2022.  A fix-and-optimize heuristic for the ITC2021 sports timetabling problem. Journal of Scheduling. 25:273–286.
Holm DS, Mikkelsen RØ, Sørensen M, Stidsen, JR T.  2022.  A graph-based MIP formulation of the International Timetabling Competition 2019. Journal of Scheduling. 25:405–428.
Lemos A, Monteiro PT, Lynce I.  2022.  Introducing UniCorT: an iterative university course timetabling tool with MaxSAT. Journal of Scheduling. 25:371–390.
Winter F, Musliu N.  2022.  A large neighborhood search approach for the paint shop scheduling problem. Journal of Scheduling. 25:453–475.
Rappos E, Thiémard E, Robert S, Hêche J-F.  2022.  A mixed-integer programming approach for solving university course timetabling problems. Journal of Scheduling. 25:391–404.
Rosati RMaria, Petris M, Di Gaspero L, Schaerf A.  2022.  Multi-neighborhood simulated annealing for the sports timetabling competition ITC2021. Journal of Scheduling. 25:301–319.
Van Bulck D, Goossens D.  2022.  Optimizing rest times and differences in games played: an iterative two-phase approach. Journal of Scheduling. 25:261–271.
Mikkelsen RØ, Holm DS.  2022.  A parallelized matheuristic for the International Timetabling Competition 2019. Journal of Scheduling. 25:429–452.
Alfares HK.  2022.  Plant shutdown maintenance workforce team assignment and job scheduling. Journal of Scheduling. 25:321–338.
Lester MMariusz.  2022.  Pseudo-Boolean optimisation for RobinX sports timetabling. Journal of Scheduling. 25:287–299.
2021
Ilani H, Grinshpoun T, Shufan E.  2021.  Bounded colouring motivated by the limited resource partially concurrent open shop problem. Annals of Operations Research. 302:461–476.
Herres B, Schmitz H.  2021.  Decomposition of university course timetabling. Annals of Operations Research. 302:405–423.
Wickert TI, Neto AFKummer, Boniatti MM, Buriol LS.  2021.  An integer programming approach for the physician rostering problem. Annals of Operations Research. 302:363–390.
Mischek F, Musliu N.  2021.  A local search framework for industrial test laboratory scheduling. Annals of Operations Research. 302:533–562.
Karlsson E, Rönnberg E, Stenberg A, Uppman H.  2021.  A matheuristic approach to large-scale avionic scheduling. Annals of Operations Research. 302:425–459.
Kingston JH.  2021.  Modelling history in nurse rostering. Annals of Operations Research. 302:391–404.
Maschler J, Raidl GR.  2021.  Multivalued decision diagrams for prize-collecting job sequencing with one common and multiple secondary resources. Annals of Operations Research. 302:507–531.
Özcan E, Burke EK, Di Gaspero L, McCollum B, Musliu N.  2021.  Preface: The practice and theory of automated timetabling (2018). Annals of Operations Research. 302:339–340.
Horn M, Raidl GR, Rönnberg E.  2021.  A* search for prize-collecting job sequencing with one common and multiple secondary resources. Annals of Operations Research. 302:477–505.
Akkermans A, Post G, Uetz M.  2021.  Solving the shift and break design problem using integer linear programming. Annals of operations research. 302:341–362.

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