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 …

For square contingency tables with ordered categories, we decompose the symmetry model
into three models for cumulative probabilities. Three models are the cumulative two ratios …

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, we propose a quasi-symmetry model with an exponential
form along subdiagonal and give the theorem that Tomizawa's (1992) diagonal exponent …

For the analysis of square contingency tables, many kinds of symmetry models have
proposed. The present paper proposes a new kind of symmetry model, and gives a …

For square contingency tables with ordered categories, Iki, Tahata and Tomizawa [12]
considered the ridit score type quasi-symmetry model. The present paper proposes an …

For the analysis of square contingency tables with ordered categories, it may be useful for
applying some kinds of asymmetry model when the symmetry model does not hold. Tahata …

For square contingency tables with ordered categories, McCullagh [6] considered the
palindromic symmetry model. The present paper proposes an extended palindromic …

For the analysis of square contingency tables, Tomizawa (1994), Tomizawa, Seo, and
Yamamoto (1998), and Tomizawa, Miyamoto, and Hatanaka (2001) considered measures to …

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 …