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Parameter estimation methods in covariance model with error in covariate

机译:协方差模型中带有协变量误差的参数估计方法

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> face="Verdana, Arial, Helvetica, sans-serif" size="2">The present paper approaches the covariance analysis model with one factor and measurement error in the covariate. Accuracy and precision of two estimators suggested in the literature were evaluated through data simulation, for estimating parameters of a regression model with measurement error. So called Plug-in method estimates the real value based on the observed ones and then uses the common function for estimating the desired parameter. The other estimator, known as bias smoother, only performs a bias correction on the usual estimator by computing a factor. Behavior of both estimators was studied under different residual distributions, goodness of fit and sample sizes. It is worth noting that, in covariance analysis model, the high the sample size, the better for accuracy and precision. Results suggest that the Plug-in estimator presented the best performance both for accuracy and precision under normality, for the distinct evaluated situations. When the estimators had been evaluated in the model of ANCOVA with the residues distributed for Gamma, the same ones had gotten the worse performance in relation when they were evaluated by the others distributions.
机译:> face =“ Verdana,Arial,Helvetica,sans-serif” size =“ 2”>本文采用一个因子和协变量中的测量误差来研究协方差分析模型。通过数据模拟评估了文献中提出的两个估计量的准确性和精确度,以估计具有测量误差的回归模型的参数。所谓的 Plug-in 方法会根据观察到的值估算实际值,然后使用通用函数估算所需的参数。另一个估计器,称为偏差平滑器,仅通过计算因子对常规估计器执行偏差校正。研究了两种估计量在不同残留分布,拟合优度和样本量下的行为。值得注意的是,在协方差分析模型中,样本量越大,准确性和准确性越好。结果表明,对于不同的评估情况,插入估计器在正常情况下的准确性和精确性方面均表现出最佳性能。当用ANCOVA模型中的估计值对Gamma分布的残差进行评估时,相同的残差在通过其他分布进行评估时表现较差。

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