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 反映变量含误差
 error-in-responses
 Aim To study partially linear error-in-responses models. 目的研究部分线性反映变量含误差模型。 短句来源 Empirical likelihood confidence regions for partially linear error-in-responses models 部分线性反映变量含误差模型的经验似然置信区域 短句来源 Empirical likelihood is a nonparametric method of statistical inference, this paper introduced historical development and present situation of empirical likelihood method, we mainly develop the empirical likelihood method to partially linear error-in-responses models and partially linear regression model missing responses at random, for apply empirical likelihood method to other models, we only introduce simply. 经验似然比方法是一种非参数统计方法,本文介绍了经验似然比的历史发展及现状,并主要推广经验似然比方法到部分线性反映变量含误差及部分线性反映变量随机缺失模型,对经验似然比在其它模型中的应用作了简单介绍。 短句来源 Second, develop the empirical likelihood method and apply it to partially linear error-in-responses models. 其次,发展经验似然方法到部分线性反映变量含误差模型。 短句来源 Error-in-variable had been applied in many areas, for example economy, biology and so on, error-in-responses is a realistic situation too. In this paper, a nonparametric version of Wilks theorem is derived, the result is then used to construct confidence regions of the parameter vector. 变量含误差模型已被应用到很多领域,如:经济、生物等,反映变量含误差也是一个现实问题,本文在反映变量含误差的情况下得到了Wilks定理的非参数形式,定理用来构造参数向量的渐近置信区域,参数向量的置信区域也可由其它方法来构建,但经验似然方法在实践中更直接和简单。 短句来源 更多

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 Aim To study partially linear error-in-responses models.Methods Develop the empirical likelihood method and apply it to partialy linear error-in-responses models.Results A nonparametric version of Wilks theorem is derived.The result is then used to construct asymptotical confidence regions of the parameter vector in the partially linear error-in-responses models.Conclusion Confidence regions for β can also be constructed using other methods,but the empirical likelihood method is rather easier and more immediate... Aim To study partially linear error-in-responses models.Methods Develop the empirical likelihood method and apply it to partialy linear error-in-responses models.Results A nonparametric version of Wilks theorem is derived.The result is then used to construct asymptotical confidence regions of the parameter vector in the partially linear error-in-responses models.Conclusion Confidence regions for β can also be constructed using other methods,but the empirical likelihood method is rather easier and more immediate in practice. 目的研究部分线性反映变量含误差模型。方法发展了经验似然比方法,将其应用到部分线性反映变量含误差模型。结果得到了W ilks定理的非参数形式,定理用来构造参数向量的渐近置信区域。结论参数β的置信区域也可由其他方法来构建,但与正态逼近或自助法相比,经验似然方法在实践中更直接和简单。
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