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Modelling and solving the university course timetabling problem with hybrid teaching considerations

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Modelling and solving the university course timetabling problem with hybrid teaching considerations. / Davison, Matthew; Kheiri, Ahmed; Zografos, K. G.
In: Journal of Scheduling, 20.10.2024.

Research output: Contribution to Journal/MagazineSpecial issuepeer-review

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Davison M, Kheiri A, Zografos KG. Modelling and solving the university course timetabling problem with hybrid teaching considerations. Journal of Scheduling. 2024 Oct 20. Epub 2024 Oct 20. doi: 10.1007/s10951-024-00817-w

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@article{b2c9e42d0a4f400baa9d1418f5934a32,
title = "Modelling and solving the university course timetabling problem with hybrid teaching considerations",
abstract = "The university course timetabling problem is a challenging problem to solve. As universities have evolved, the features of this problem have changed. One emerging feature is hybrid teaching where classes can be taught online, in-person or a combination of both in-person and online. This work presents a multi-objective binary programming model that includes common university timetabling features, identified from the literature, as well as hybrid teaching features. A lexicographic solution method is outlined and computational experiments using benchmark data are used to demonstrate the key aspects of the model and explore trade-offs among the objectives considered. The results of these experiments demonstrate that the model can be used to find demand-driven schedules for universities that include hybrid teaching. They also show how the model could be used to inform practitioners who are involved in strategic decision-making at universities.",
author = "Matthew Davison and Ahmed Kheiri and Zografos, {K. G.}",
year = "2024",
month = oct,
day = "20",
doi = "10.1007/s10951-024-00817-w",
language = "English",
journal = "Journal of Scheduling",
issn = "1094-6136",
publisher = "Springer New York",

}

RIS

TY - JOUR

T1 - Modelling and solving the university course timetabling problem with hybrid teaching considerations

AU - Davison, Matthew

AU - Kheiri, Ahmed

AU - Zografos, K. G.

PY - 2024/10/20

Y1 - 2024/10/20

N2 - The university course timetabling problem is a challenging problem to solve. As universities have evolved, the features of this problem have changed. One emerging feature is hybrid teaching where classes can be taught online, in-person or a combination of both in-person and online. This work presents a multi-objective binary programming model that includes common university timetabling features, identified from the literature, as well as hybrid teaching features. A lexicographic solution method is outlined and computational experiments using benchmark data are used to demonstrate the key aspects of the model and explore trade-offs among the objectives considered. The results of these experiments demonstrate that the model can be used to find demand-driven schedules for universities that include hybrid teaching. They also show how the model could be used to inform practitioners who are involved in strategic decision-making at universities.

AB - The university course timetabling problem is a challenging problem to solve. As universities have evolved, the features of this problem have changed. One emerging feature is hybrid teaching where classes can be taught online, in-person or a combination of both in-person and online. This work presents a multi-objective binary programming model that includes common university timetabling features, identified from the literature, as well as hybrid teaching features. A lexicographic solution method is outlined and computational experiments using benchmark data are used to demonstrate the key aspects of the model and explore trade-offs among the objectives considered. The results of these experiments demonstrate that the model can be used to find demand-driven schedules for universities that include hybrid teaching. They also show how the model could be used to inform practitioners who are involved in strategic decision-making at universities.

U2 - 10.1007/s10951-024-00817-w

DO - 10.1007/s10951-024-00817-w

M3 - Special issue

JO - Journal of Scheduling

JF - Journal of Scheduling

SN - 1094-6136

ER -