甲胆碱剂量-反应曲线分析:简化逻辑-逻辑模型在流行病学研究中的实用性。

F Neukirch, J Maccario, M Korobaeff, I Annesi, R Liard, E Orvoen-Frija, F Kauffmann
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引用次数: 0

摘要

本研究的目的是通过确定用于比较受试者组的系数,找到一个模型来总结来自剂量-反应曲线的所有信息。根据以下模型计算三个系数:F(d)/F(o) = ONE - k(d-delta)alpha+,其中F(d)/F(o)为甲胆碱剂量(d)下FEV1与攻毒前FEV1的比值,k为FEV1随剂量相对变化的斜率,delta为阈值剂量,alpha为形状因子。该模型应用于317名男性人群的高反应性研究。结果表明了该模型的趣味性,该模型适用于91%的人口,并允许对所研究的群体进行精细区分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of the methacholine dose-response curve: usefulness of a simplified log-logistic model in epidemiological studies.

The object of the study was to find a model to summarize all the information from dose-response curves, by determining the coefficients to be used to compare groups of subjects. Three coefficients were calculated from the following model: F(d)/F(o) = ONE - k(d-delta)alpha+, where F(d)/F(o) was the ratio between FEV1 at dose (d) of methacholine and prechallenge FEV1, 'k' the slope of the relative variation of FEV1 with the dose, 'delta' the threshold dose and 'alpha' a shape factor. The model was applied to the study of hyperresponsiveness in a population of 317 men. The results illustrated the interest of this model which was applicable to 91% of the population and permitted fine discrimination of the groups studied.

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