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Expansion of gene clusters circular orders and the shortest Hamiltonian path problem

机译:基因簇循环顺序和最短哈密顿路径问题的扩展

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摘要

Clusters of paralogous genes such as the famous HOX cluster of developmental transcription factors tend to evolve by stepwise duplication of its members, often involving unequal crossing over. Gene conversion and possibly other mechanisms of concerted evolution further obfuscate the phylogenetic relationships. As a consequence, it is very difficult or even impossible to disentangle the detailed history of gene duplications in gene clusters. In this contribution we show that the expansion of gene clusters by unequal crossing over as proposed by Walter Gehring leads to distinctive patterns of genetic distances, namely a subclass of circular split systems. Furthermore, when the gene cluster was left undisturbed by genome rearrangements, the shortest Hamiltonian paths with respect to genetic distances coincide with the genomic order. This observation can be used to detect ancient genomic rearrangements of gene clusters and to distinguish gene clusters whose evolution was dominated by unequal crossing over within genes from those that expanded through other mechanisms.Electronic supplementary materialThe online version of this article (10.1007/s00285-017-1197-3) contains supplementary material, which is available to authorized users.
机译:同源基因的簇,例如著名的发育转录因子HOX簇,往往通过其成员的逐步复制而进化,通常涉及不平等的交换。基因转化和可能的其他协调进化机制进一步模糊了系统发育关系。结果,很难或什至不可能解开基因簇中基因重复的详细历史。在这项贡献中,我们证明了沃尔特·格林提出的通过不相等交叉进行的基因簇扩展导致了独特的遗传距离模式,即圆形分裂系统的一个子类。此外,当基因簇不受基因组重排干扰时,关于遗传距离的最短汉密尔顿路径与基因组顺序一致。该观察结果可用于检测古老的基因组基因组重排,并区分其进化主要由基因内部不平等交叉决定的基因簇与那些通过其他机制扩展的基因簇。电子补充材料本文的在线版本(10.1007 / s00285-017) -1197-3)包含补充材料,授权用户可以使用。

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