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21	有序分類下三維列聯表之關係模型探討 / On Association Models for Three-Way Contingency Tables with Ordinal Categories 劉佳鑫, Benny Liu, Chia-Hsin Unknown Date (has links) 本文主要是在探討三個變數所構成之三維列聯表中，兩兩有序類別變數間的關係，而衡量的標準，我們則採用「兩兩變數所構成之二維列聯表中，相鄰兩列與相鄰兩行所求計出的相對成敗比（local odds ratios）」。在三維列聯表的資料架構下，我們可分別就固定某一變數水準之下兩個有序變數彼此間的「條件關係」，以及三個有序類別變數彼此兩兩間的「部分關係」，建構其各自的三維關係模型，並進行參數估計。此外，我們也提供必要的電腦程式，並舉出實例，加以說明。 / In analyzing a three-way contingency table with three ordinal variables, we can use association models suggested in Goodman (1979) to study the association between each pair of ordinal variables. The association was measured in terms of the local odds ratios formed from adjacent rows and adjacent columns of the cross-classification. This article investigates in great details the conditional association models and the partial association models for three-way cross-classifications. In addition, issues on estimating the para-meters in these two kinds of association models are discussed, and computer programs are provided. Some of the applications are illustrated. 有序分類三維列聯表對數相加性模型對數相乘性模型對數線性模型非對數線性模型條件關係部分關係 ordinal category three-way contingency table log-additive model log-multiplicative model log-linear model non-loglinear model conditional association partial association

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有序分類下三維列聯表之關係模型探討 / On Association Models for Three-Way Contingency Tables with Ordinal Categories