排序
多维标度
典型相关
多元统计
群落结构
秩(图论)
公制(单位)
非生物成分
相似性(几何)
生态学
典型对应分析
代表(政治)
数学
主成分分析
对应分析
系统发育中的距离矩阵
统计
计算机科学
丰度(生态学)
生物
人工智能
组合数学
法学
经济
图像(数学)
政治
运营管理
政治学
作者
KR Clarke,Martyn Ainsworth
摘要
The method of choice for multivariate representation of community structure is often non-metric multi-dimensional scaling (MDS).This has great flexibility in accomn~odating biologically relevant (i.e.non correlation-based) definitions of similarity In species composition of 2 samples, and in preserving the rank-order relations amongst those similarities in the placing of samples in an ordination.Correlation-based techniques (such as Canonical Correlation) are then inappropriate in linking the observed biotic structure to measured environmental variables; a more natural approach is simply to compare separate sample ordinations from biotic and abiotic variables and choose that subset of environmental variables which provides a good match between the 2 configurations.In fact, the fundamental constructs here are not the ordination plots but the (rank) similarity matrices which underlie them: a suitable measure of agreement between 2 such matrices is therefore proposed and used to define an optimal subset of environmental variables w h ~c h 'best explains' the biotic structure.This simple technique is illustrated wlth 3 data sets, from studles of macrobenthic, meiobenthic and diatom communities in estuarine and coastal waters.
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