协方差分析(ANCOVA)。

D. Quicke, B. A. Butcher, R. K. Welton
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引用次数: 0

摘要

本章讨论协方差分析或ANCOVA,即方差分析和回归分析的结合。它测试连续变量和分类变量的混合对连续响应变量的影响。给出了两个例子。例1基于一项研究,该研究调查了两种类型的标签(丙烯酸涂料和皮下微标签)对英属维尔京群岛珊瑚礁虾虎鱼(Coryphopterus glaucofraenum)生长的影响,并将初始尺寸作为连续解释变量。例2分析了传粉者从两种Sirindhornia兰花(S. monophylla和S. mirabillis)的花序中去除的传粉花粉的数量与花序中花的数量(也是计数数据)和兰花物种(分类数据)的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of covariance (ANCOVA).
Abstract This chapter deals with analysis of covariance or ANCOVA, a combination of ANOVA and regression. It tests the effects of a mix of continuous and categorical variables on a continuous response variable. Two examples are presented. Example 1 is based on a study investigating the effects of two types of tagging (acrylic paint and subcutaneous microtags) on the growth of the coral reef goby, Coryphopterus glaucofraenum, in the British Virgin Islands and included initial size as a continuous explanatory variable. Example 2 analyses data from a study on the number of pollinaria removed by pollinators from inflorescences of two Sirindhornia orchid species (S. monophylla and S. mirabillis) in relation to the number of flowers in the inflorescence (also count data) and the orchid species (categorical).
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