具有有序类别的多路列联表的不对称测度

K. Yamamoto, S. Tomizawa
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引用次数: 2

摘要

对于有序类别的方形列联表,Tomizawa, Miyamoto和Hatanaka(2001)考虑了一种表示偏离对称程度的度量。本文将该测度推广到具有有序类别的多路表。该度量由Cressie-Read功率散度或Patil-Taillie多样性指数表示。这个度量对于比较几个有有序类别的多路表偏离对称的程度是有用的。给出了实例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A MEASURE OF ASYMMETRY FOR MULTI-WAY CONTINGENCY TABLES WITH ORDERED CATEGORIES
For square contingency tables with ordered categories, Tomizawa, Miyamoto and Hatanaka (2001) considered a measure that represents the degree of departure from symmetry. This paper extends the measure to multi-way tables with ordered categories. The measure proposed is expressed by using the Cressie-Read power-divergence or the Patil-Taillie diversity index. The measure could be useful for comparing the degrees of departure from symmetry in several multi-way tables with ordered categories. Examples are given.
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