A computer method for the arrangement of phytosociological tables

G. Moore, W. S. Benninghoff, P. S. Dwyer
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引用次数: 5

Abstract

A phytosociological table is a matrix, each of whose rows corresponds to the occurrence of a particular plant species and each of whose columns corresponds to a sample plot in which the several species occur. Each plot list is called a releve. The elements of this matrix are binary, corresponding to the presence or absence of each species in each plot. Thus if the ith species is present in the jth releve, then the ijth element of the phytosociological table is equal to one; if the ith species is not present in the jth releve, then the ijth element is equal to zero. For over half a century, botanists have used tables of this kind to indicate patterns of association among species of plants by showing which combinations of species are either mutually present or mutually absent in groups of releves.1 One of the major problems in communicating the information in one of these tables is the problem of arranging the order of the rows and columns of the table so as best to display the relationships of mutual presence and mutual absence among the species. This problem has been solved in the past by selecting the best of a series of trial arrangements, based on the botanist's experience of putative associations among the several plant species and similarities among the releves in the table. While this method is adequate for most displays, it suffers from at least two serious drawbacks. First, the number of trial arrangements which the botanist may test in a reasonable amount of time is quite small; second, the arrangements which are most likely to be attempted are highly dependent on the training and experience of the individual botanist. In other words, it is quite possible that the “best” arrangement of species and releves for the display of a particular phytosociological table may vary substantially from botanist to botanist. In the interest of speeding up this procedure and making it more objective, we present a computer program for the arrangement of phytosociological tables.
一种排列植物社会学表的计算机方法
植物社会学表是一个矩阵,它的每一行对应于一个特定植物物种的发生,每一列对应于几个物种发生的样地。每个情节表称为一个等级。这个矩阵的元素是二元的,对应于每个地块中每个物种的存在或不存在。因此,如果第i种存在于第j层,则植物社会学表的第ij元素等于1;如果第i个元素不存在于第j个元素中,则第i个元素等于零。半个多世纪以来,植物学家一直使用这种表来表明植物物种之间的联系模式,方法是显示在相关组中哪些物种组合是相互存在的,哪些是相互不存在的在这些表格中传达信息的一个主要问题是如何安排表格的行和列的顺序,以便最好地显示物种之间相互存在和相互缺失的关系。过去解决这个问题的方法是,根据植物学家对几个植物物种之间的假定联系和表中各物种之间的相似性的经验,从一系列试验安排中选择最好的安排。虽然这种方法适合大多数显示器,但它至少有两个严重的缺点。首先,植物学家在合理的时间内可以试验的试验安排的数量是相当少的;其次,最可能尝试的安排在很大程度上取决于植物学家个人的训练和经验。换句话说,很可能不同的植物学家对展示某一特定植物社会学表的物种和相关性的“最佳”安排有很大的不同。为了加快这一过程并使其更加客观,我们提出了一个排列植物社会学表的计算机程序。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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