Add to ORKGIn this notes, the maximum likelihood estimator (MLE) for squared contingency tables under the assumption of quasi-symmetry is considered. Iterative scaling procedure (ISP) for obtaining the MLE, and applying to the situation by pooling incomplete samples are also discussed
For analyzing square contingency tables with same row and column classifica-tions, models on symmetr...
In this work we define log-linear models to compare several square contingency tables under the quas...
In this work we define log-linear models to compare several square contingency tables under the quas...
In this paper, the maximum likelihood estimator (MLE) for three dimensional cubic contingency tables...
Funo (2008) considered the maximum likelihood estimator (MLE) for three-dimensional cubic contingenc...
Funo (2008) considered the maximum likelihood estimator (MLE) for three-dimensional cubic contingenc...
This paper is a sequel to my paper, Maximum likelihood estimation with pooled incomplete samples for...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
For the analysis of square contingency tables, Caussinus (1965) proposed the quasi-symmetry model an...
Consider statistical estimation problems about symmetric probability con-tingency tables. For these ...
For two dimensional square contingency tables, Hirotsu (1982) considered the maximum likelihood esti...
This paper proposes a new model for square contingency tables. The proposed model tests the equality...
We present a one-parameter family of models for square contingency tables that interpolates between ...
For analyzing square contingency tables with same row and column classifica-tions, models on symmetr...
In this work we define log-linear models to compare several square contingency tables under the quas...
In this work we define log-linear models to compare several square contingency tables under the quas...
In this paper, the maximum likelihood estimator (MLE) for three dimensional cubic contingency tables...
Funo (2008) considered the maximum likelihood estimator (MLE) for three-dimensional cubic contingenc...
Funo (2008) considered the maximum likelihood estimator (MLE) for three-dimensional cubic contingenc...
This paper is a sequel to my paper, Maximum likelihood estimation with pooled incomplete samples for...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
In this work we define a test to compare several square contingency tables under the quasi-symmetry ...
For the analysis of square contingency tables, Caussinus (1965) proposed the quasi-symmetry model an...
Consider statistical estimation problems about symmetric probability con-tingency tables. For these ...
For two dimensional square contingency tables, Hirotsu (1982) considered the maximum likelihood esti...
This paper proposes a new model for square contingency tables. The proposed model tests the equality...
We present a one-parameter family of models for square contingency tables that interpolates between ...
For analyzing square contingency tables with same row and column classifica-tions, models on symmetr...
In this work we define log-linear models to compare several square contingency tables under the quas...
In this work we define log-linear models to compare several square contingency tables under the quas...