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Systems Cancer Biology and the Controlling Mechanisms for the J-Shaped Cancer Dose Response: Towards Relaxing the LNT Hypothesis

机译:系统癌症生物学和J型癌症剂量反应的控制机制:迈向放松LNT假说

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摘要

The hormesis phenomena or J-shaped dose response have been accepted as a common phenomenon regardless of the involved biological model, endpoint measured and chemical class/physical stressor. This paper first introduced a mathematical dose response model based on systems biology approach. It links molecular-level cell cycle checkpoint control information to clonal growth cancer model to predict the possible shapes of the dose response curves of Ionizing Radiation (IR) induced tumor transformation frequency. J-shaped dose response curves have been captured with consideration of cell cycle checkpoint control mechanisms. The simulation results indicate the shape of the dose response curve relates to the behavior of the saddle-node points of the model in the bifurcation diagram. A simplified version of the model in previous work of the authors was used mathematically to analyze behaviors relating to the saddle-node points for the J-shaped dose response curve. It indicates that low-linear energy transfer (LET) is more likely to have a J-shaped dose response curve. This result emphasizes the significance of systems biology approach, which encourages collaboration of multidiscipline of biologists, toxicologists and mathematicians, to illustrate complex cancer-related events, and confirm the biphasic dose-response at low doses.
机译:兴奋剂现象或J型剂量反应已被视为一种普遍现象,而与所涉及的生物学模型,所测终点和化学类别/物理应激源无关。本文首先介绍了基于系统生物学方法的数学剂量反应模型。它将分子水平的细胞周期检查点控制信息链接到克隆生长癌模型,以预测电离辐射(IR)诱导的肿瘤转化频率的剂量反应曲线的可能形状。考虑到细胞周期检查点控制机制,已捕获了J型剂量反应曲线。仿真结果表明剂量响应曲线的形状与分叉图中模型的鞍形节点的行为有关。作者在以前的工作中使用了该模型的简化版本,以数学方式分析了与J型剂量反应曲线的鞍结点有关的行为。这表明低线性能量转移(LET)更有可能具有J形剂量响应曲线。该结果强调了系统生物学方法的重要性,该方法鼓励生物学家,毒理学家和数学家的多学科合作,以阐明与癌症有关的复杂事件,并确定低剂量时的双相剂量反应。

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