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利用序列数据研究顶复门内的系统发育关系:寻找同源性。

Investigating phylogenetic relationships within the Apicomplexa using sequence data: the search for homology.

作者信息

Barta J R

机构信息

Department of Pathobiology, University of Guelph, Guelph, Ontario, N1G 2W1, Canada.

出版信息

Methods. 1997 Oct;13(2):81-8. doi: 10.1006/meth.1997.0501.

Abstract

Whether stated explicitly or not, all molecular studies that seek to infer "homologies" among sequences or that attempt to determine the "relatedness" of taxa based on sequence comparisons are evolutionary studies. The generation of a reliable evolutionary hypothesis based on molecular sequences is dependent almost exclusively on the ability to align sequences such that bases or amino acids in the same position of two sequences are positionally homologous (i.e., they share the same position in the gene under study). The selection of suitable gene targets (commonly 18S small subunit rRNA gene sequences in the Apicomplexa) and appropriate ingroup and outgroup taxa will affect the ability to align sequences unambiguously. Mathematically derived alignments based on local sequence similarity have been shown to be less reliable than alignments based on conserved secondary structures coupled with an analysis of compensatory base changes. Use of staggered sequence alignments through hypervariable regions of 18S small subunit rRNA gene sequences in which subsets of taxa are aligned independently may permit inclusion of more of the primary sequences with an associated increase in information content in the data set. The use of these highly variable regions is critical for determining the branching order of closely related terminal taxa in the phylum Apicomplexa.

摘要

无论是否明确表述,所有试图推断序列间“同源性”或基于序列比较确定分类单元“亲缘关系”的分子研究都是进化研究。基于分子序列生成可靠的进化假说几乎完全取决于序列比对的能力,即两个序列中相同位置的碱基或氨基酸在位置上是同源的(也就是说,它们在被研究基因中处于相同位置)。选择合适的基因靶点(在顶复门中通常是18S小亚基rRNA基因序列)以及合适的内群和外群分类单元会影响明确比对序列的能力。已证明基于局部序列相似性通过数学推导得出的比对不如基于保守二级结构并结合补偿性碱基变化分析的比对可靠。通过18S小亚基rRNA基因序列的高变区进行交错序列比对,其中分类单元的子集独立比对,可能会允许纳入更多的原始序列,同时数据集的信息含量也会相应增加。使用这些高度可变区域对于确定顶复门中密切相关的终端分类单元的分支顺序至关重要。

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