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 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 (1985) considered the quasi point-symmetry
(QP) model and the marginal point-symmetry (MP) model, and gave the theorem that the …

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 …

The decomposition for the complete point symmetry model in a rectangular contingency
table is shown. Also the respective decompositions for the local point symmetry model and …

For multi-way tables with same categories, Bhapkar and Darroch [4] and Agresti [2], p. 440,
considered the general order quasi-symmetry model and the ordinal quasi-symmetry model …

A Decomposition for the Inclined Pointâ•’Symmetry Model in a Square Contingency Table Page
1 I 1 Mom. J. (ll386) 3,371-380 A Decomposition for ,the Inclined Point- Symmetry Model in a …

In this paper, the class of point-symmetry models in a square contingency table discussed in
(Tomizawa, 1985; 1986a; 1986b) are implemented in SAS by employing the non-standard …

For the analysis of square contingency tables with ordered categories, Agresti (1983)
introduced the linear diagonals-parameter symmetry (LDPS) model. Tomizawa (1991) …

For square contingency tables, the present paper newly considers the partial symmetry
model which indicates that there is a symmetric structure of probabilities for at least one of …