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DNA Archives and Our Nearest Relative: The Trichotomy Problem Revisited

机译:DNA档案与我们最近的相对:再三分法问题

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Ever since Thomas H. Huxley correctly identified the chimpanzee and the gorilla as the two closest relatives of the human, the problem of the relationship among the three species ("the trichotomy problem") has remained unresolved. Comparative morphology and other classical methods of biological investigation have failed to answer definitively whether the chimpanzee or the gorilla is the closest relative of the human species. DNA sequences, both mitochondrial and nuclear, too, have provided equivocal solutions, depending on the region of the genome analyzed. Random sorting of ancestral allelic lineages, sequence convergence, and sequence exchanges between alleles or duplicated loci have been identified as likely factors confounding the interpretation of the interrelationships among the three species. In the present study most of these difficulties are overcome by identifying evolutionary causes that might potentially provide misleading information. Altogether, 45 loci consisting of 46,855 bp are analyzed. About 60% of the loci and approximately the same proportion of phylogenetically informative sites support the human-chimpanzee clade. The remaining 40% of loci and sites support the two alternatives equally. It is demonstrated that, while incompatibility between loci can be explained by random sorting of allelic lineages, incompatibility within loci must be attributed largely to the joint effect of recombination and genetic drift. The trichotomy problem can be properly addressed only within this framework.
机译:自从托马斯·赫x黎(Thomas H. Huxley)正确地将黑猩猩和大猩猩确定为人类的两个最亲近的亲属以来,这三个物种之间的关系问题(“三分法问题”)一直没有得到解决。比较形态学和其他经典的生物学研究方法未能确切地回答黑猩猩或大猩猩是否是人类的近亲。线粒体和核的DNA序列也提供了模棱两可的解决方案,具体取决于所分析基因组的区域。祖先等位基因谱系的随机排序,序列收敛以及等位基因或重复基因座之间的序列交换已被确定为可能混淆了这三个物种之间相互关系的解释的因素。在本研究中,这些困难中的大多数通过确定可能潜在提供误导性信息的进化原因得以克服。总共分析了由46,855 bp组成的45个基因座。大约60%的基因座和大约相同比例的系统发育信息位点支持人黑猩猩进化枝。其余40%的基因座和位点同样支持这两种选择。证明了,虽然基因座之间的不相容性可以通过等位基因谱系的随机排序来解释,但基因座内的不相容性必须很大程度上归因于重组和遗传漂移的联合作用。仅在此框架内才能正确解决三分法问题。

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