DOIAbstract
Likelihood ratio statistic, Marginal point-symmetry, Quasi point-symmetry, Separability, Square contingency table,
Likelihood ratio statistic, Marginal point-symmetry, Quasi point-symmetry, Separability, Square contingency table,
In a multinomial sampling, contingency tables can be parametrized by probabilities of each cell. The...
Contingency tables can be parametrized by probabilities of each cell in a multinomial sampling. Thes...
This paper presents a partition of Pearson's chi-squared statistic for singly ordered two-way contin...
For the analysis of square contingency tables, this note proposes a multiplicative model having the ...
AbstractFor square contingency tables, Caussinus (1965) considered the quasi-symmetry (QS) model. Ka...
For the analysis of square contingency tables, Caussinus (1965) proposed the quasi-symmetry model an...
For square contingency tables with ordered categories, we decompose the symmetry model into three mo...
For two-way contingency tables, Tomizawa (1985) considered the point-symmetry and marginal point-sym...
In this notes, the maximum likelihood estimator (MLE) for squared contingency tables under the assum...
Abstract: Problem statement: For square contingency tables with ordered categories, this study consi...
AbstractFor square contingency tables, we propose a quasi-symmetry model with an exponential form al...
canonical analysis, singular value decomposition, restricted maximum likelihood,
Cumulative probability, Diagonals-parameter symmetry, Odds, Symmetry, Uniform association,
This paper proposes a new model for square contingency tables. The proposed model tests the equality...
For the analysis of two-way contingency tables with ordered categories, Yamamoto, Tahata, Suzuki, an...
In a multinomial sampling, contingency tables can be parametrized by probabilities of each cell. The...
Contingency tables can be parametrized by probabilities of each cell in a multinomial sampling. Thes...
This paper presents a partition of Pearson's chi-squared statistic for singly ordered two-way contin...
For the analysis of square contingency tables, this note proposes a multiplicative model having the ...
AbstractFor square contingency tables, Caussinus (1965) considered the quasi-symmetry (QS) model. Ka...
For the analysis of square contingency tables, Caussinus (1965) proposed the quasi-symmetry model an...
For square contingency tables with ordered categories, we decompose the symmetry model into three mo...
For two-way contingency tables, Tomizawa (1985) considered the point-symmetry and marginal point-sym...
In this notes, the maximum likelihood estimator (MLE) for squared contingency tables under the assum...
Abstract: Problem statement: For square contingency tables with ordered categories, this study consi...
AbstractFor square contingency tables, we propose a quasi-symmetry model with an exponential form al...
canonical analysis, singular value decomposition, restricted maximum likelihood,
Cumulative probability, Diagonals-parameter symmetry, Odds, Symmetry, Uniform association,
This paper proposes a new model for square contingency tables. The proposed model tests the equality...
For the analysis of two-way contingency tables with ordered categories, Yamamoto, Tahata, Suzuki, an...
In a multinomial sampling, contingency tables can be parametrized by probabilities of each cell. The...
Contingency tables can be parametrized by probabilities of each cell in a multinomial sampling. Thes...
This paper presents a partition of Pearson's chi-squared statistic for singly ordered two-way contin...
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