Development of a robust design optimization algorithm for hierarchical time series pharmaceutical problems

IF 3.7 4区 管理学 Q2 OPERATIONS RESEARCH & MANAGEMENT SCIENCE
Vo Thanh Nha , Kyungjin Park , Hyeonae Jang , Gyu M. Lee , Tuan-Ho Le , Seong Hoon Jeong , Sangmun Shin
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引用次数: 0

Abstract

Experimental design and robust design (RD) methodologies have received attention from researchers to improve the performance of many different quality characteristics and solve problems at low costs. However, there is room for improvement to simultaneously solve interdisciplinary optimization problems associated with time-oriented, multiple, and hierarchical responses. This paper proposes a new RD modeling and optimization algorithm for drug development based on three research motivations: Firstly, customized experiments and estimation frameworks for representing pharmaceutical quality characteristics (i.e., time-oriented, multiple, and hierarchical responses) and functional relationships between input factors and hierarchical time-oriented output responses are proposed. Secondly, new hierarchical time-oriented robust design (HTRD) optimization models (i.e., priority-based, weight-based, and integrated models) are developed for these interdisciplinary pharmaceutical formulation problems. Finally, the pharmaceutical case study for drug formulation development is conducted for demonstration purposes. Based on the case study results, the proposed approach can provide optimal solutions with significantly small biases and variances.
层次时间序列药物问题鲁棒设计优化算法的发展
实验设计和稳健设计(robust design, RD)方法已受到研究人员的关注,以提高许多不同质量特性的性能,并以低成本解决问题。然而,在同时解决与时间导向、多重和分层响应相关的跨学科优化问题方面,仍有改进的空间。本文基于三个研究动机,提出了一种新的药物研发建模和优化算法:首先,提出了表征药物质量特征(即时间导向、多重响应和层次响应)的定制实验和估计框架,以及输入因素与层次时间导向输出响应之间的函数关系;其次,针对这些跨学科的药物配方问题,建立了新的分层面向时间的稳健设计(HTRD)优化模型(即基于优先级、基于权重和集成模型)。最后,进行药物配方开发的药物案例研究以进行演示。基于实例研究结果,该方法可以提供偏差和方差都很小的最优解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Operations Research Perspectives
Operations Research Perspectives Mathematics-Statistics and Probability
CiteScore
6.40
自引率
0.00%
发文量
36
审稿时长
27 days
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