For two-way contingency tables, Tomizawa (1985) considered the quasi point-symmetry
(QP) model and the marginal point-symmetry (MP) model, and gave the theorem that the …

For multiway contingency tables, Wall and Lienert (Biom. J. 18: 259–264, 1976) considered
the point-symmetry model. For square contingency tables, Tomizawa (Biom. J. 27: 895–905 …

For two-way contingency tables, Tomizawa (1985) considered the point-symmetry and
marginal point-symmetry models, and Tomizawa, Yamamoto and Tahata (2007) proposed a …

For the analysis of two-way contingency tables, this paper presents a note on a useful
decomposition of the likelihood ratio (LR) statistic for the point-symmetry (PS) model. The PS …

For two-way contingency tables, Tomizawa (1985b) gave a theorem that the double
symmetry (DS) model holds if and only if both the quasi DS and the marginal DS models …

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 the analysis of two-way contingency tables with ordered categories, Yamamoto, Tahata,
Suzuki, and Tomizawa (2011) considered a measure to represent the degree of departure …

For square contingency tables, Caussinus demonstrated that the symmetry model holds if
and only if both the quasi-symmetry and marginal homogeneity models hold. Bishop …

For square contingency tables with ordered categories, there may be some cases that one
wants to analyze them by considering collapsed tables with some adjacent categories …

For square contingency tables with ordered categories, Tomizawa, Biometrica J. 28 (1986),
387–393, considered the conditional point symmetry model. Kurakami et al., J. Stat. Adv …