A multiobjective ϵ-constraint based approach for the robust master surgical schedule under multiple uncertainties
The efficient scheduling of elective surgeries in hospitals is critical for ensuring patient satisfaction, cost-effectiveness, and overall operational efficiency. However, operating theater (OT) managers face complex and competing scheduling problems due to numerous sources of uncertainty and the im...
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| Published in: | European journal of operational research Vol. 320; no. 3; pp. 682 - 698 |
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| Main Authors: | , , |
| Format: | Journal Article |
| Language: | English |
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Elsevier B.V
01.02.2025
Elsevier |
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| ISSN: | 0377-2217, 1872-6860 |
| Online Access: | Get full text |
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| Abstract | The efficient scheduling of elective surgeries in hospitals is critical for ensuring patient satisfaction, cost-effectiveness, and overall operational efficiency. However, operating theater (OT) managers face complex and competing scheduling problems due to numerous sources of uncertainty and the impact of the proposed schedule on downstream recovery units, such as the intensive care unit (ICU). To address these challenges, this study develops a multiobjective robust planning model for the weekly Master Surgical Schedule (MSS) under multiple uncertainties. The model takes into account patient priority, assignment cost and workload balancing, while also considering the constraints of the OT, surgeon availabilities, downstream resources, and the uncertainty of surgery duration and patients’ length of stay (LOS) in the ICU. To evaluate the robust solutions, a Monte Carlo simulation is used to calculate the risk of constraint violations, and an adapted ϵ-constraint algorithm is used for the four-objective problem to compute the Pareto front and calculate the hypervolume for every degree of uncertainty. This provides a comprehensive decision tool for OT decision makers and allows for the comparison of various scenarios in terms of the number of scheduled patients, canceled patients, and the utilization rate of the OT.
•We present a multiobjective robust model for the weekly Master Surgical Schedule.•We model uncertainty of surgery duration and LOS using polyhedral uncertainty sets.•The ϵ-constraint algorithm computes the Pareto front.•Monte Carlo simulation assesses risks from surgery duration and LOS uncertainties.•We compare robust and deterministic models using several metrics. |
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| AbstractList | The efficient scheduling of elective surgeries in hospitals is critical for ensuring patient satisfaction, cost-effectiveness, and overall operational efficiency. However, operating theater (OT) managers face complex and competing scheduling problems due to numerous sources of uncertainty and the impact of the proposed schedule on downstream recovery units, such as the intensive care unit (ICU). To address these challenges, this study develops a multiobjective robust planning model for the weekly Master Surgical Schedule (MSS) under multiple uncertainties. The model takes into account patient priority, assignment cost and workload balancing, while also considering the constraints of the OT, surgeon availabilities, downstream resources, and the uncertainty of surgery duration and patients’ length of stay (LOS) in the ICU. To evaluate the robust solutions, a Monte Carlo simulation is used to calculate the risk of constraint violations, and an adapted -constraint algorithm is used for the four-objective problem to compute the Pareto front and calculate the hypervolume for every degree of uncertainty. This provides a comprehensive decision tool for OT decision makers and allows for the comparison of various scenarios in terms of the number of scheduled patients, canceled patients, and the utilization rate of the OT. The efficient scheduling of elective surgeries in hospitals is critical for ensuring patient satisfaction, cost-effectiveness, and overall operational efficiency. However, operating theater (OT) managers face complex and competing scheduling problems due to numerous sources of uncertainty and the impact of the proposed schedule on downstream recovery units, such as the intensive care unit (ICU). To address these challenges, this study develops a multiobjective robust planning model for the weekly Master Surgical Schedule (MSS) under multiple uncertainties. The model takes into account patient priority, assignment cost and workload balancing, while also considering the constraints of the OT, surgeon availabilities, downstream resources, and the uncertainty of surgery duration and patients’ length of stay (LOS) in the ICU. To evaluate the robust solutions, a Monte Carlo simulation is used to calculate the risk of constraint violations, and an adapted ϵ-constraint algorithm is used for the four-objective problem to compute the Pareto front and calculate the hypervolume for every degree of uncertainty. This provides a comprehensive decision tool for OT decision makers and allows for the comparison of various scenarios in terms of the number of scheduled patients, canceled patients, and the utilization rate of the OT. •We present a multiobjective robust model for the weekly Master Surgical Schedule.•We model uncertainty of surgery duration and LOS using polyhedral uncertainty sets.•The ϵ-constraint algorithm computes the Pareto front.•Monte Carlo simulation assesses risks from surgery duration and LOS uncertainties.•We compare robust and deterministic models using several metrics. |
| Author | Sevaux, Marc Makboul, Salma Olteanu, Alexandru-Liviu |
| Author_xml | – sequence: 1 givenname: Salma orcidid: 0000-0002-6423-2367 surname: Makboul fullname: Makboul, Salma email: salma.makboul@utt.fr organization: Université de Technologie de Troyes, LIST3N, Troyes, France – sequence: 2 givenname: Alexandru-Liviu orcidid: 0000-0002-0715-2168 surname: Olteanu fullname: Olteanu, Alexandru-Liviu email: alexandru.olteanu@univ-ubs.fr organization: Université Bretagne-Sud, Lab-STICC, UMR 6285, CNRS, Lorient, France – sequence: 3 givenname: Marc orcidid: 0000-0003-3855-9072 surname: Sevaux fullname: Sevaux, Marc email: marc.sevaux@univ-ubs.fr organization: Université Bretagne-Sud, Lab-STICC, UMR 6285, CNRS, Lorient, France |
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| Keywords | Operating rooms planning Robust optimization Downstream resource constraint Multiobjective optimization OR in health services |
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