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多药癌症化疗的 MTD 范式与最优控制

On the MTD paradigm and optimal control for multi-drug cancer chemotherapy.

机构信息

Dept. of Mathematics and Statistics, Southern Illinois University Edwardsville, Edwardsville, Illinois 62026-1653, USA.

出版信息

Math Biosci Eng. 2013 Jun;10(3):803-19. doi: 10.3934/mbe.2013.10.803.

Abstract

In standard chemotherapy protocols, drugs are given at maximum tolerated doses (MTD) with rest periods in between. In this paper, we briey discuss the rationale behind this therapy approach and, using as example multidrug cancer chemotherapy with a cytotoxic and cytostatic agent, show that these types of protocols are optimal in the sense of minimizing a weighted average of the number of tumor cells (taken both at the end of therapy and at intermediate times) and the total dose given if it is assumed that the tumor consists of a homogeneous population of chemotherapeutically sensitive cells. A 2-compartment linear model is used to model the pharmacokinetic equations for the drugs.

摘要

在标准的化疗方案中,药物以最大耐受剂量(MTD)给药,并在给药间隔期间休息。在本文中,我们简要讨论了这种治疗方法背后的原理,并以细胞毒性和细胞抑制药物的多药癌症化疗为例,表明如果假设肿瘤由对化疗敏感的同质细胞群组成,那么这些类型的方案在最小化肿瘤细胞数量(治疗结束时和中间时间)的加权平均值和总剂量方面是最优的。使用两室线性模型来模拟药物的药代动力学方程。

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