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啮齿动物致癌性生物测定的蒙特卡罗模拟

Monte Carlo simulation of rodent carcinogenicity bioassays.

作者信息

Shlyakhter A, Goodman G, Wilson R

机构信息

Harvard University, Department of Physics, Cambridge, Massachusetts 02138.

出版信息

Risk Anal. 1992 Mar;12(1):73-82. doi: 10.1111/j.1539-6924.1992.tb01309.x.

Abstract

In this paper we describe a simulation, by Monte Carlo methods, of the results of rodent carcinogenicity bioassays. Our aim is to study how the observed correlation between carcinogenic potency (beta or 1n2/TD50) and maximum tolerated dose (MTD) arises, and whether the existence of this correlation leads to an artificial correlation between carcinogenic potencies in rats and mice. The validity of the bioassay results depends upon, among other things, certain biases in the experimental design of the bioassays. These include selection of chemicals for bioassay and details of the experimental protocol, including dose levels. We use as variables in our simulation the following factors: (1) dose group size, (2) number of dose groups, (3) tumor rate in the control (zero-dose) group, (4) distribution of the MTD values of the group of chemicals as specified by the mean and standard deviation, (5) the degree of correlation between beta and the MTD, as given by the standard deviation of the random error term in the linear regression of log beta on log (1/MTD), and (6) an upper limit on the number of animals with tumors. Monte Carlo simulation can show whether the information present in the existing rodent bioassay database is sufficient to reject the validity of the proposed interspecies correlations at a given level of stringency. We hope that such analysis will be useful for future bioassay design, and more importantly, for discussion of the whole NCI/NTP program.

摘要

在本文中,我们描述了一种通过蒙特卡罗方法对啮齿动物致癌性生物测定结果进行的模拟。我们的目的是研究致癌效力(β或ln2/TD50)与最大耐受剂量(MTD)之间观察到的相关性是如何产生的,以及这种相关性的存在是否会导致大鼠和小鼠致癌效力之间出现人为的相关性。生物测定结果的有效性除其他因素外,还取决于生物测定实验设计中的某些偏差。这些偏差包括生物测定所用化学物质的选择以及实验方案的细节,包括剂量水平。在我们的模拟中,我们将以下因素用作变量:(1)剂量组大小;(2)剂量组数量;(3)对照组(零剂量组)中的肿瘤发生率;(4)由均值和标准差指定的化学物质组MTD值的分布;(5)β与MTD之间的相关程度,由logβ对log(1/MTD)的线性回归中随机误差项的标准差给出;以及(6)有肿瘤动物数量的上限。蒙特卡罗模拟可以表明,在给定的严格程度水平下,现有啮齿动物生物测定数据库中的信息是否足以否定所提出的种间相关性的有效性。我们希望这样的分析将对未来的生物测定设计有用,更重要的是,对整个NCI/NTP计划的讨论有用。

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