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Analysis of Two-Way Layout of Count Data Involving Multiple Counts in Each Cell

单元格含多个计数的双因素计数数据分析

Multiple counts may occur in each cell of an a × b two-way layout (balanced or unbalanced) of two fixed factors A and B. Standard log-linear model analysis based on a Poisson distribution assumption of the cell counts is not applicable here, because of the unbalanced nature of the table or because the Poisson distribution assumption is not valid. We develop C(α) tests for interaction and main effects assuming data to be Poisson distributed and also assuming that data within…

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Analysis of Two-Way Layout of Count Data Involving Multiple Counts in Each Cell

每格含多个计数的双因素布局分析

Multiple counts may occur in each cell of an a × b two-way layout (balanced or unbalanced) of two fixed factors A and B. Standard log-linear model analysis based on a Poisson distribution assumption of the cell counts is not applicable here, because of the unbalanced nature of the table or because the Poisson distribution assumption is not valid. We develop C(α) tests for interaction and main effects assuming data to be Poisson distributed and also assuming that data within…

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Maximum Likelihood Estimation of Intraclass Correlation in the Analysis of Familial Data: Estimating Equation Approach

家庭数据中组内相关的最大似然估计:估计方程方法

We introduce a generalized model for estimating intraclass correlation in the analysis of familial data. This model incorporates the models of Donner & Koval (1980), Donner & Bull (1983), Rosner (1984) and Münoz, Rosner & Carey (1986) as special cases. We then obtain the maximum likelihood estimates of the parameters of the model. In particular we obtain a single estimating equation, to be solved iteratively, for the estimation of the intraclass correlation p and discuss all…

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Maximum likelihood estimation of intraclass correlation in the analysis of familial data: Estimating equation approach

家族数据组内相关的极大似然估计:估计方程方法

We introduce a generalized model for estimating intraclass correlation in the analysis of familial data. This model incorporates the models of Donner & Koval (1980), Donner & Bull (1983), Rosner (1984) and Münoz, Rosner & Carey (1986) as special cases. We then obtain the maximum likelihood estimates of the parameters of the model. In particular we obtain a single estimating equation, to be solved iteratively, for the estimation of the intraclass correlation p and discuss all…

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Analysis of One-Way Layout of Count Data with Negative Binomial Variation

负二项变异下计数数据的单因素组间分析

Two C(α) statistics (Neyman, 1959) for testing the equality of the means of several groups of count data in the presence of a common dispersion parameter are derived. The performance of the two C(α) statistics, the likelihood ratio statistic and two more statistics based on transformed data (Anscombe, 1948) is then compared in terms of size and power by using Monte Carlo simulations. The C(α) statistics are recommended. The C(α) statistics for testing the equality of the…

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Analysis of one-way layout of count data with negative binomial variation

具有负二项变异的计数数据单因素分析

Two C(α) statistics (Neyman, 1959) for testing the equality of the means of several groups of count data in the presence of a common dispersion parameter are derived. The performance of the two C(α) statistics, the likelihood ratio statistic and two more statistics based on transformed data (Anscombe, 1948) is then compared in terms of size and power by using Monte Carlo simulations. The C(α) statistics are recommended. The C(α) statistics for testing the equality of the…

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Inference Sensitivity for Poisson Mixtures

泊松混合对统计推断的敏感性

Data presented as contingency tables and classified by qualitative or quantitative methods are usually analysed on the basis of a Poisson log linear model. We examine the effect of Poisson mixtures, especially as represented by the negative binomial distribution, on statistical inference. The main finding is that probabilities of rejection are increased, sometimes considerably. In the case of heterogeneous binary data, attention is also given to the problems of analysis…

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Inference sensitivity for Poisson mixtures

泊松混合下的推断敏感性

Data presented as contingency tables and classified by qualitative or quantitative methods are usually analysed on the basis of a Poisson log linear model. We examine the effect of Poisson mixtures, especially as represented by the negative binomial distribution, on statistical inference. The main finding is that probabilities of rejection are increased, sometimes considerably. In the case of heterogeneous binary data, attention is also given to the problems of analysis…

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