摘要
本文给出了分析多个相异性矩阵的三种方法.首先找到了一种图表示,使我们对所有相异性矩阵有一个总体的了解;其次定义了一个新的相异性矩阵,它可以看作是对所有原始相异性矩阵的一个折衷处理;最后提出了一种MIMU方法.在文中我们还对由上述方法得到的坐标图进行了比较.
In this paper, we give three methods to analyse several dissimilarity matrices which indicate the dissimilarities between stimuli from distinct sets in different individuals. We find a graphical representation which allows us to do an overall comparison of the dissimilarity matrices. A new dissimilarity matrix is defined, which can be considered as a goodcompromise between all the initial dissimilarity matrices. MIMU method is presented to deal with a set of dissimilarity matrices. The configurations calculated by above methods are compared mutually.
出处
《应用数学》
CSCD
北大核心
1993年第1期7-14,共8页
Mathematica Applicata
基金
This work partly supported by the Natural Science Foundation of Tsinghua University
关键词
相异性矩阵
数据分析
MIMU法
MIMU method
Dissimilarity matrix
Multidimensional unfolding
Graphical representation
Compromise matrix