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Comparing Optimization Methods for Radiation Therapy Patient Scheduling Using Different Objectives

Operations Research Forum(2023)

KTH Royal Institute of Technology | RISE Research Institutes of Sweden | Iridium Netwerk

Cited 2|Views10
Abstract
Radiation therapy (RT) is a medical treatment to kill cancer cells or shrink tumors. To manually schedule patients for RT is a time-consuming and challenging task. By the use of optimization, patient schedules for RT can be created automatically. This paper presents a study of different optimization methods for modeling and solving the RT patient scheduling problem, which can be used as decision support when implementing an automatic scheduling algorithm in practice. We introduce an Integer Programming (IP) model, a column generation IP model (CG-IP), and a Constraint Programming model. Patients are scheduled on multiple machine types considering their priority for treatment, session duration and allowed machines. Expected future arrivals of urgent patients are included in the models as placeholder patients. Since different cancer centers can have different scheduling objectives, the models are compared using multiple objective functions, including minimizing waiting times, and maximizing the fulfillment of patients’ preferences for treatment times. The test data is generated from historical data from Iridium Netwerk, Belgium’s largest cancer center with 10 linear accelerators. The results demonstrate that the CG-IP model can solve all the different problem instances to a mean optimality gap of less than 1% within one hour. The proposed methodology provides a tool for automated scheduling of RT treatments and can be generally applied to RT centers.
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Patient scheduling,Radiation therapy,Integer programming,Constraint programming,Column generation
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要点】:本文研究了不同的优化方法来解决放疗患者调度问题,比较了整数规划模型、列生成整数规划模型和约束规划模型,并针对不同目标函数进行了分析,提出了具有高优化性能的调度算法。

方法】:研究采用了整数规划(IP)、列生成整数规划(CG-IP)和约束规划(CP)模型,考虑了患者的治疗优先级、治疗时长和可用设备,并包含了紧急患者的预期到达情况。

实验】:实验使用来自比利时最大癌症中心Iridium Netwerk的历史数据生成的测试数据集。结果显示,CG-IP模型在不到1小时的运行时间内,可以解决所有不同的问题实例,且平均优化差距小于1%。