The implications of congruence in Menidia
The implications of congruence in Menidia
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DOI:
10.1093/sysbio/30.3.351
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发表时间:
1981-09
影响因子:
6.5
通讯作者:
M. F. Mickevich;J. Farris
中科院分区:
文献类型:
--
作者:
M. F. Mickevich;J. Farris
Differences between systematic re-sults obtained from biochemical and morphological studies were long a source of controversy. Proponents of" Biochemical Systematics" were inclined to regard discrepancies as evidence of the superiority of molecular information, while other systematists often took the opposite view. Mickevich and Johnson (1976) provided a solution that resolved the controversy without denying the value of either source of evidence. In a study of the atherinid genus Menidia they showed that differences in results were largely an ar-tifact of the phenetic methods of analysis that had been used, and that the two types of data display no substantial conflict when analyzed phylogenetically. While Mickevich and Johnson emphasized the relevance of their findings to choice of methods for the study of evolutionary phenomena, Colless (1980) interprets those same results as primarily a criticism of the phenetic approach to classification. Defending that type of taxonomy, he objects to several aspects of Mickevich and Johnson's calculations and presents new phenetic analyses and evaluations of congruence performed by methods quite different from those of Mickevich and Johnson. He argues that phenetic results are no more disparate than phylogenetic ones and concludes that there are no grounds for rejecting phenetic classification in favor of phylogenetic systematics.Many of Colless' claims-concerning the data, Wagner programs, and phenetic scaling and clustering techniques-are mostly technical and seem designed primarily to sow confusion. His views on assessing congruence, however, reveal a profound defect in the phenetic approach to classification: incongruence of grouping is measured without consideration of strength of supporting evidence, and congruence" of grouping is pursued as an end in itself, without regard for the relationship of classifications to characters. We will show that the original conclusions of Mickevich and Johnson are correct and are unaffected by Colless' technical objections, but we shall also discuss a topic of far more general inter-