首页> 外文会议>International Workshop on Algorithms in Bioinformatics(WABI 2006); 20060911-13; Zurich(CH) >Beaches of Islands of Tractability: Algorithms for Parsimony and Minimum Perfect Phylogeny Haplotyping Problems
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Beaches of Islands of Tractability: Algorithms for Parsimony and Minimum Perfect Phylogeny Haplotyping Problems

机译:可行驶性岛屿海滩:简约和最小完美系统发育单倍型问题的算法

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The problem Parsimony Haplotyping (PH) asks for the smallest set of haplotypes which can explain a given set of genotypes, and the problem Minimum Perfect Phylogeny Haplotyping (MPPH) asks for the smallest such set which also allows the haplotypes to be embedded in a perfect phylogeny evolutionary tree, a well-known biologically-motivated data structure. For PH we extend recent work of [17] by further mapping the interface between "easy" and "hard" instances, within the framework of (k, l)-bounded instances. By exploring, in the same way, the tractability frontier of MPPH we provide the first concrete, positive results for this problem, and the algorithms underpinning these results offer new insights about how MPPH might be further tackled in the future. In both PH and MPPH intriguing open problems remain.
机译:简约单倍型(PH)要求能够解释给定基因型集合的最小单倍型集合,最小完美系统发育单倍型(MPPH)要求最小的单倍体集合型的问题也允许单倍型嵌入理想的单倍型中系统发育进化树,一种众所周知的生物动机数据结构。对于PH,我们通过在(k,l)边界实例的框架内进一步映射“简单”和“硬”实例之间的接口,扩展了[17]的最新工作。通过以同样的方式探索MPPH的可扩展性边界,我们为该问题提供了第一个具体的积极结果,这些结果所依据的算法为将来如何进一步解决MPPH提供了新的见识。在PH和MPPH中,有趣的问题仍然存在。

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