Bartels P H
Anal Quant Cytol. 1981 Dec;3(4):251-60.
Quantitative measurement on cytologic material usually involves several features for each cell. The data are thus multivariate and are represented as feature vectors. Analysis of variance on univariate data is well established for the detection of small differences between sets of data. For multivariate data, the calculating schemes are much less well known. They are presented in this paper in direct analogy to univariate procedures. The calculating schedule in a factorial design in bivariate data is demonstrated.
对细胞学材料的定量测量通常涉及每个细胞的几个特征。因此,数据是多变量的,并表示为特征向量。单变量数据的方差分析在检测数据集之间的微小差异方面已经很成熟。对于多变量数据,计算方案则鲜为人知。本文以与单变量程序直接类比的方式介绍这些方案。展示了双变量数据析因设计中的计算步骤。