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Lack-of-fit Tests Based On Partial Sums of Residuals

机译:基于剩余部分的部分和缺乏拟合测试

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摘要

To evaluate the validity of the mean function in generalized linear models, Su and Wei (1991) proposed a lack-of-fit test based on partial sums of residuals. They compute P values using an unusual bootstrapping simulation. However, the simulations can hardly be performed with more than a few predictor variables because it is prohibitively time consuming. We modify their test for linear models and propose another lack of fit test based on partial sums of residuals. We find the non normal limiting distributions for both tests thus enabling more direct calculation of P values. Finally, we examine how the nature of the simulation reduces the power of Su-Wei's test.
机译:为了评估广义线性模型中平均功能的有效性,苏和魏(1991)提出了基于残留物的部分总和的缺乏测试。它们使用不寻常的引导仿真计算p值。然而,仿真几乎不能用多于几个预测变量进行,因为它是耗时的。我们修改了他们对线性模型的测试,并提出了基于残留的部分余量的另一种缺乏拟合测试。我们发现两个测试的非正常限制分布,从而使P值更直接计算。最后,我们研究了模拟的性质如何降低Su-Wei测试的力量。

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