DECOMPOSITIONS FOR EXTENDED DOUBLE SYMMETRY MODELS IN SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
スポンサーリンク
概要
- 論文の詳細を見る
For square contingency tables with ordered categories, Tomizawa (1992) proposed three kinds of double symmetry models, whose each has a structure of both symmetry about the main diagonal and asymmetry about the reverse diagonal of the table. This paper proposes the extensions of those models and gives the decompositions for three kinds of double symmetry models into the extended quasi double symmetry models, the weighted marginal double symmetry models, and the balance models. Those decompositions are applied to two kinds of data on unaided distance vision.
- 一般社団法人日本統計学会の論文
著者
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Tahata Kouji
Tokyo Univ. Sci. Chiba Jpn
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Tahata Kouji
Department Of Information Sciences Faculty Of Science And Technology Tokyo University Of Science
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Tomizawa Sadao
Tokyo Univ. Sci. Chiba Jpn
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Tomizawa Sadao
Department Of Information Sciences Faculty Of Science And Technology Science University Of Tokyo
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Tomizawa Sadao
Department Of Information Sciences Faculty Of Science & Technology Science University Of Tokyo
関連論文
- MEASURE OF DEPARTURE FROM COLLAPSED SYMMETRY FOR MULTI-WAY CONTINGENCY TABLES WITH ORDERED CATEGORIES
- COLLAPSED SYMMETRY MODEL AND ITS DECOMPOSITION FOR MULTI-WAY TABLES WITH ORDERED CATEGORIES
- GENERALIZED MEASURES OF DEPARTURE FROM SYMMETRY FOR SQUARE CONTINGENCY TABLES
- DECOMPOSITIONS FOR EXTENDED DOUBLE SYMMETRY MODELS IN SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
- GENERALIZED PROPORTIONAL REDUCTION IN VARIATION MEASURE FOR TWO-WAY CONTINGENCY TABLES
- MEASURE OF DEPARTURE FROM CONDITIONAL SYMMETRY FOR SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
- MEASURE OF DEPARTURE FROM MARGINAL HOMOGENEITY FOR SQUARE CONTINGENCY TABLES HAVING ORDERED CATEGORIES
- MEASURES OF DEPARTURE FROM GLOBAL SYMMETRY FOR SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
- MEASURES OF DEPARTURE FROM ORDINAL QUASI-SYMMETRY MODELS FOR SQUARE CONTINGENCY TABLES
- A MEASURE OF ASYMMETRY FOR MULTI-WAY CONTINGENCY TABLES WITH ORDERED CATEGORIES
- A MEASURE OF ASYMMETRY OF MARGINAL RIDITS FOR SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES