Focused review of mathematical modeling of radiation-related abnormalities in the Techa River cohort -

Sergei V. Jargin
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引用次数: 4

Abstract

Mathematical models describe relationships between numerical values. Adequate models can make testable extrapolations. A requirement to a mathematical model is its validity: once construed, a model and the region of validity should be tested. Here is reviewed a series of studies of the Techa river cohort, where mathematical models were claimed to reveal relationships between the dynamics of the hemato- and lymphopoiesis and the evolution of radiation dose rate over time. However, mathematical models describe rather than reveal relationships. The use of mathematical models without adequate verification may be conductive to the overestimation of biological effects of the low-dose low-rate ionizing radiation. Possible mechanisms of such overestimation are discussed.
Techa河队列中辐射相关异常的数学模型的重点综述
数学模型描述数值之间的关系。适当的模型可以做出可检验的推断。对数学模型的一个要求是它的有效性:一旦被解释,模型和有效性区域就应该被测试。这里回顾了Techa河队列的一系列研究,其中的数学模型被认为揭示了血液和淋巴系统的动力学与辐射剂量率随时间的演变之间的关系。然而,数学模型只是描述而不是揭示关系。使用未经充分验证的数学模型可能会导致对低剂量低速率电离辐射的生物效应的过高估计。讨论了这种高估的可能机制。
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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