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Estimating precision, repeatability, and reproducibility from Gaussian and non-Gaussian data: a mixed models approach

机译:从高斯和非高斯数据估计精度,可重复性和可再现性:混合模型方法

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Quality control relies heavily on the use of formal assessment metrics. In this paper, for the context of veterinary epidemiology, we review the main proposals, precision, repeatability, reproducibility, and intermediate precision, in agreement with ISO (international Organization for Standardization) practice, generalize these by placing them within the linear mixed model framework, which we then extend to the generalized linear mixed model setting, so that both Gaussian as well as non-Gaussian data can be employed. Similarities and differences are discussed between the classical ANOVA (analysis of variance) approach and the proposed mixed model settings, on the one hand, and between the Gaussian and non-Gaussian cases, on the other hand. The new proposals are applied to five studies in three diseases: Aujeszky's disease, enzootic bovine leucosis (EBL) and bovine brucellosis. The mixed-models proposals are also discussed in the light of their computational requirements.
机译:质量控制在很大程度上依赖于正式评估指标的使用。在本文中,针对兽医流行病学,我们按照ISO(国际标准化组织)的做法,审查了主要建议,准确性,可重复性,再现性和中等精度,并将其放入线性混合模型框架中进行概括,然后我们将其扩展到广义线性混合模型设置,以便可以同时使用高斯数据和非高斯数据。一方面讨论经典方差分析(方差分析)方法与建议的混合模型设置之间的异同,另一方面讨论高斯案例与非高斯案例之间的异同。新的提案被应用于三种疾病的五项研究:奥氏病,牛源性白血球病(EBL)和牛布鲁氏菌病。还将根据混合模型的计算要求来讨论它们。

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