Titlebook: Contingency Table Analysis; Methods and Implemen Maria Kateri Textbook 2014 Springer Science+Business Media New York 2014 2014 BUGS.Bayesia

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书目名称Contingency Table Analysis影响因子(影响力)




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书目名称Contingency Table Analysis读者反馈学科排名

FACT

音的强弱

https://doi.org/10.1007/978-3-319-60645-3 are discussed and illustrated in .. In particular the comparison of two independent proportions, the test of independence for 2 × 2 and . × . contingency tables, the linear trend test, and the Fisher’s exact test are presented. Special emphasis is given to the odds ratio for 2 × 2 tables, while the

良心

Epic Human Failure on June 30, 2013d marginal association. Further on, stratified 2 × 2 tables are analyzed by the Mantel–Haenszel and the Breslow–Day–Tarone tests. Types of independence for three-way tables are introduced. Graphs are presented for multi-way contingency tables while fourfold plots are used to visualize stratified 2 ×

丰满有漂亮

lattice

Roger Lew,Ronald L. Boring,Thomas A. Ulrich fit, and model selection are discussed. In the GLM framework the analysis of incomplete tables is more straightforward. The quasi-independence model is defined and illustrated in .. Furthermore, the family of generalized log-linear models (GLLMs) is briefly presented and a GLLM is illustrated with

lattice

Vincent G. Duffy,Nancy Lightnerfeatures, properties, and the associated graphs are discussed. The models of uniform association (U), row effect (R), column effect (C), multiplicative row–column effect (RC), and the more general RC(.) model are illustrated with examples in terms of fit, presentation, and interpretation. They are a

中和

Affiliation

Timothy Arnold,Helen J. A. Fuller baseline category logit, the cumulative logit, and the proportional odds models are presented. Also logit models for ordinal explanatory variables are considered as well as the logit analysis of stratified 2 × 2 contingency tables. Logit models are connected to association models and illustrated wi

Iniquitous

Shifeng Zhao,Jie Shen,Zhenhuan Weng of conditional symmetry, diagonal symmetry, and ordinal quasi symmetry are discussed in detail. The model of marginal homogeneity is tested as a generalized log-linear model and not only conditioning on quasi symmetry, as is usually done. Connections to rater agreement models and mobility table ana