Contingency tables highlight relationships between categorical variables. Typically, the
symmetry or marginal homogeneity of a square contingency table is evaluated. The original …

For the analysis of square contingency tables, Caussinus (1965) proposed the
quasisymmetry model and gave the theorem that the symmetry model holds if and only if …

For analyzing square contingency tables, Bowker [14] proposed the symmetry model.
Caussinus [16] proposed the quasi-symmetry model and gave a decomposition of model …

For the analysis of square contingency tables, we propose the Kullback–Leibler information
type measure to represent the degree of departure from the quasi-symmetry (QS) model. We …

For square contingency tables with ordered categories, the present paper proposes a
measure to represent the degree of departure from the extended quasi-symmetry (EQS) …

For an R× R square contingency table with nominal categories, the present paper proposes
a model which indicates that the absolute values of log odds of the odds ratio for rows i and j …

For square contingency tables with ordered categories, the present paper proposes a
measure to represent the degree of departure from the extended quasi-symmetry (EQS) …

For square contingency tables with ordered categories, Agresti [1] considered the linear
diagonals-parameter symmetry (LDPS) model being an extension of the symmetry model …

1 Background In categorical data analysis, a contingency table is typically used to organize
data. Many elds such as medical, educational, and social sciences use a special case with …

For paired comparisons, we propose a measure to represent the degree of departure from
the extended Bradley-Terry model. The measure is expressed by using the Kullback-Leibler …