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Homogeneity Tests against Central-Mixture Alternatives

针对中心混合备择的同质性检验

A test of homogeneity is derived for a general sampling model. The alternative hypothesis is a mixture over a parameter of the sampling model, centered at the null hypothesis. The test statistic is derived through a score test. Its functional form is independent of the particular mixing distribution. Suppose Yi (i = 1, …, n) are independent random variables with respective probability density (or mass) functions fi (yi ‖ λi). Under the null hypothesis, suppose all λ i…

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On Asymptotic Normality of Limiting Density Functions with Bayesian Implications

极限密度函数的渐近正态性及其贝叶斯含义

SUMMARY Precise statements of three basic conditions for the asymptotic normality of limiting density functions are given. In the Bayesian context, these conditions as a whole provide a greater generality and more operational flexibility for asymptotic posterior normality than those assumed by previous investigators.

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Score Tests for Regression Models

回归模型的得分检验

Many score statistics used for testing trends in means, either based on the observed values of the response variables or their ranks, can be expressed in terms of quadratic forms. This article explores systematically the robustness of optimality of these statistics, as well as the optimal properties of the associated tests.

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The EM Approach to the Multiple Indicators and Multiple Causes Model via the Estimation of the Latent Variable

通过潜变量估计实现多指标多原因模型的 EM 方法

This article considers both likelihood and Bayesian estimation procedures for a model with multiple indicators and multiple causes of a single unobservable latent variable. The model is complicated by its reduced form, which displays a mixture of econometric and psychometric themes. We avoid this complexity via the estimation of the unobservable latent variable through direct use of the original structural form. This approach not only provides maximum likelihood estimates…

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Bayesian Inference for a Normal Dispersion Matrix and its Application to Stochastic Multiple Regression Analysis

正态离散矩阵的贝叶斯推断及其在随机多元回归中的应用

Summary This paper discusses Bayesian inference procedures for a normal dispersion matrix. Structural information for the prior mean of the dispersion matrix is incorporated into the analysis through a Normal-Wishart prior distribution. Many of the resulting Bayes estimates are invariant, consistent and asymptotically efficient. Using this procedure, a coherent Bayesian argument for stochastic multiple regression analysis is developed, where dependent and independent…

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