不确定情况下手术室选修和急诊病例的多目标规划和调度模型

Yasaman Fallahpour , Majid Rafiee , Adel Elomri , Vahid Kayvanfar , Abdelfatteh El Omri
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引用次数: 0

摘要

医院是提供医疗服务的最重要枢纽,而手术室(OR)则是其中一个关键的重要组成部分。高效的手术病房规划对医疗机构至关重要,旨在提高医疗服务质量的同时降低成本。本研究深入探讨了综合手术室规划和调度的复杂性,重点关注不确定环境下的择期手术和急诊病人。为了应对这些挑战,我们开发了一个混合整数编程(MIP)框架,在优化高优先级资源分配的同时,最大限度地减少非活动性和病人等待时间。其中包括病房的上游和下游单元,即术前准备单元(PHU)、麻醉后护理单元(PACU)和重症监护单元(ICU)。手术本身具有不确定性,包括手术时间、住院时间(LOS)和急诊病人的涌入,因此需要一种智能优化方法。因此,需要利用稳健的优化策略来有效地应对这种普遍存在的不确定性。我们引入了一个确定性模型,并使用增强的ε约束方法对其进行了改进。这一分析过程的最终结果是产生了一系列帕累托最优解。经验结果和管理见解突出表明,所提出的方法优于传统的加权方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A multi-objective planning and scheduling model for elective and emergency cases in the operating room under uncertainty

Hospitals are paramount hubs for delivering healthcare services, with their Operating Rooms (ORs) as a pivotal and financially substantial component. Efficient surgery ward planning is crucial in healthcare institutions, aiming to improve medical service quality while reducing costs. This research delves into the intricacies of integrated OR planning and scheduling, focusing on elective and emergency patients in an uncertain environment. To address these challenges, a mixed integer programming (MIP) framework is developed to minimize inactivity and patient wait times while optimizing high-priority resource allocation. Both upstream and downstream units of the ward, the Pre-operative Holding Unit (PHU), Post Anesthesia Care Unit (PACU), and Intensive Care Unit (ICU) are included. The inherently uncertain aspects of surgery, including surgical duration, Length of Stay (LOS), and the influx of emergency patients, demand an intelligent optimization approach. Consequently, a robust optimization strategy is harnessed to effectively grapple with this pervasive uncertainty. A deterministic model is introduced and improved using an enhanced epsilon constraint method. The culmination of this analytical journey yields a collection of Pareto-optimal solutions. Empirical results, supported by managerial insights, highlight the superiority of the proposed method over the traditional weighting approach.

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