Nature-inspired metaheuristics for optimizing dose-finding and computationally challenging clinical trial designs...University of Pennsylvania 16th Annual Conference on Statistical Issues in Clinical Trials, April 8, 2024, Philadelphia, Pennsylvania

Metaheuristics are commonly used in computer science and engineering to solve optimization problems, but their potential applications in clinical trial design have remained largely unexplored. This article provides a brief overview of metaheuristics and reviews their limited use in clinical trial se...

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Detalles Bibliográficos
Publicado en:Clinical Trials Vol. 22; no. 4; pp. 422 - 430
Autores principales: Wong, Weng Kee, Ryeznik, Yevgen, Sverdlov, Oleksandr, Chen, Ping-Yang, Fang, Xinying, Chen, Ray-Bing, Zhou, Shouhao, Lee, J Jack
Formato: equations & formulas proceedings tables/charts Journal Article
Publicado: Sage Publications, Ltd. Aug2025
Acceso en línea:Ver este registro en EBSCOhost
Descripción
Sumario:Metaheuristics are commonly used in computer science and engineering to solve optimization problems, but their potential applications in clinical trial design have remained largely unexplored. This article provides a brief overview of metaheuristics and reviews their limited use in clinical trial settings. We focus on nature-inspired metaheuristics and apply one of its exemplary algorithms, the particle swarm optimization (PSO) algorithm, to find phase I/II designs that jointly consider toxicity and efficacy. As a specific application, we demonstrate the utility of PSO in designing optimal dose-finding studies to estimate the optimal biological dose (OBD) for a continuation-ratio model with four parameters under multiple constraints. Our design improves existing designs by protecting patients from receiving doses higher than the unknown maximum tolerated dose and ensuring that the OBD is estimated with high accuracy. In addition, we show the effectiveness of metaheuristics in addressing more computationally challenging design problems by extending Simon's phase II designs to more than two stages and finding more flexible Bayesian optimal phase II designs with enhanced power.