搜索结果: 1-5 共查到“管理学 ordered categories”相关记录5条 . 查询时间(0.124 秒)
Decomposing Independence Model Using Collapsed Tables for Contingency Tables Having Ordered Categories
Decomposing Independence Model Collapsed Tables Contingency Tables
2009/9/17
Decomposing Independence Model Using Collapsed Tables for Contingency Tables Having Ordered Categories。
Decompositions for Extended Double Symmetry Models in Square Contingency Tables with Ordered Categories
decomposition double symmetry marginal double symmetry ordered category quasi double symmetry square contingency table unaided vision data
2009/3/6
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...
Collapsed Symmetry Model and its Decomposition for Multi-way Tables with Ordered Categories
Collapsed quasi-symmetry collapsed symmetry decomposition marginal homogeneity multi-way tables ordered category quasi-symmetry symmetry
2009/3/5
For r× r tables with ordered categories, Tomizawa (1995) considered the collapsed symmetry model. This model indicates the structure of symmetry for the r−1 ways of collapsing the r× r table int...
DECOMPOSITIONS OF SYMMETRYMODEL INTO MARGINAL HOMOGENEITY AND DISTANCE SUBSYMMETRY IN SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
decomposition distance subsymmetry model marginal homogeneity model ordered category square contingency table symmetry model
2009/2/25
For square contingency tables with ordered categories, this paper proposes some dis-
tance subsymmetry models. The one model indicates that the cumulative probability
that an observation will fall i...
MEASURE OF DEPARTURE FROM EXTENDED MARGINAL HOMOGENEITY FOR SQUARE CONTINGENCY TABLES WITH ORDERED CATEGORIES
cumulative probability Kullback–Leibler information marginal homogeneity measure ordered category power-divergence Shannon entropy square contingency table
2009/2/25
For the analysis of square contingency tables, Tomizawa and Makii (2001), and
Tomizawa, Miyamoto and Ashihara (2003) considered the measures to represent the
degree of departure from marginal homoge...