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实体瘤干细胞的模糊数学:一种观点

The fuzzy math of solid tumor stem cells: a perspective.

作者信息

Kern Scott E, Shibata Darryl

机构信息

Department of Oncology, The Sidney Kimmel Comprehensive Cancer Center at Johns Hopkins University, Baltimore, Maryland 21231, USA.

出版信息

Cancer Res. 2007 Oct 1;67(19):8985-8. doi: 10.1158/0008-5472.CAN-07-1971.

Abstract

Apparently effective therapeutic agents very often fail to cure cancer patients. It is therefore attractive to wonder whether a specific resistant cell subset should be recognized and separately targeted. In solid tumors, such as carcinomas, a minor population of "cancer stem cells" has been proposed and sought experimentally in human tumors and isolated cell populations. It is often overlooked that the rationale and supportive data are essentially numerical and can be evaluated as such. A reevaluation of the published studies and related claims within awarded U.S. patents suggests that the mathematical support for the concept of therapeutically useful stem cells is weak and may even invalidate the foundations of these publications and patent claims. Mathematical arguments should be used more consistently, because they can serve as a guide for interpreting studies into cancer stem cells of solid tumors.

摘要

显然有效的治疗药物常常无法治愈癌症患者。因此,人们不禁会想,是否应该识别出特定的耐药细胞亚群并对其进行单独靶向治疗。在实体瘤(如癌)中,有人提出并在人类肿瘤和分离的细胞群体中通过实验寻找少量的“癌症干细胞”。人们常常忽略的是,其基本原理和支持数据本质上是数值性的,并且可以据此进行评估。对已发表的研究以及美国授权专利中的相关声明进行重新评估表明,对具有治疗作用的干细胞概念的数学支持很薄弱,甚至可能使这些出版物和专利声明的基础无效。数学论证应该得到更一致的运用,因为它们可以作为解释实体瘤癌症干细胞研究的指南。

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