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喙蝶(鳞翅目:蛱蝶科:喙蝶亚科)的系统发育:结合现存、化石和近期灭绝类群的形态学证据

Phylogeny of snout butterflies (Lepidoptera: Nymphalidae: Libytheinae): combining evidence from the morphology of extant, fossil, and recently extinct taxa.

作者信息

Kawahara Akito Y

出版信息

Cladistics. 2009 Jun;25(3):263-278. doi: 10.1111/j.1096-0031.2009.00251.x. Epub 2009 Apr 27.

DOI:10.1111/j.1096-0031.2009.00251.x
PMID:34879612
Abstract

Snout butterflies (Nymphalidae: Libytheinae) are morphologically one of the most unusual groups of Lepidoptera. Relationships among libytheines remain uncertain, especially in the placement of the recently extinct Libythea cinyras and two fossils, L. florissanti, and L. vagabunda. The aim of this study is to present the first phylogenetic hypothesis of Libytheinae utilizing all available morphological data from extant and extinct species. Forty-three parsimony-informative characters were coded, and the all-taxa analysis resulted in six most parsimonious trees (length 92 steps, CI = 0.66, RI = 0.82). The subfamily was resolved as monophyletic and was split into Old World and New World clades. Inclusion of extinct species with considerable missing data had little effect on relationships of extant taxa, although Bremer support values and jackknife frequencies generally decreased if extinct species were included. In order to preserve the monophyly of extant genera, two fossils are assigned to Libytheana for the first time (L. florissanti comb. n. and L. vagabunda comb. n.). This study demonstrates the value of morphological data in phylogenetic analysis, and highlights the contribution that can be made by scoring extinct taxa and including them directly into the analysis.

摘要

喙蝶(蛱蝶科:喙蝶亚科)在形态上是鳞翅目中最不寻常的类群之一。喙蝶亚科内部的关系仍不明确,尤其是最近灭绝的金喙蝶以及两种化石蝶(弗氏喙蝶和漂泊喙蝶)的分类位置。本研究的目的是利用现存和已灭绝物种的所有可用形态学数据,提出首个喙蝶亚科的系统发育假说。对43个简约信息性状进行了编码,全分类单元分析得到了6棵最简约树(长度92步,一致性指数CI = 0.66,保留指数RI = 0.82)。该亚科被确定为单系类群,并分为东半球和西半球分支。纳入有大量缺失数据的已灭绝物种,对现存分类单元之间的关系影响不大,不过如果纳入已灭绝物种,布雷默支持值和自展频率通常会降低。为了保持现存属的单系性,首次将两种化石蝶归入喙蝶属(弗氏喙蝶新组合和漂泊喙蝶新组合)。本研究证明了形态学数据在系统发育分析中的价值,并强调了对已灭绝分类单元进行评分并直接纳入分析所能做出的贡献。

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