Reconciliation with non-binary species trees.

B Vernot, M Stolzer, A Goldman, D Durand
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引用次数: 73

Abstract

Reconciliation is the process of resolving disagreement between gene and species trees, by invoking gene duplications and losses to explain topological incongruence. The resulting inferred duplication histories are a valuable source of information for a broad range of biological applications, including ortholog identification, estimating gene duplication times, and rooting and correcting gene trees. Reconciliation for binary trees is a tractable and well studied problem. However, a striking proportion of species trees are non-binary. For example, 64% of branch points in the NCBI taxonomy have three or more children. When applied to non-binary species trees, current algorithms overestimate the number of duplications because they cannot distinguish between duplication and deep coalescence. We present the first formal algorithm for reconciling binary gene trees with non-binary species trees under a duplication-loss parsimony model. Using a space efficient mapping from gene to species tree, our algorithm infers the minimum number of duplications and losses in O(|V(G)| . (k(S) + h(S))) time, where V(G) is the number of nodes in the gene tree, h(S) is the height of the species tree and k(S) is the width of its largest multifurcation. We also present a dynamic programming algorithm for a combined loss model, in which losses in sibling species may be represented as a single loss in the common ancestor. Our algorithms have been implemented in NOTUNG, a robust, production quality tree-fitting program, which provides a graphical user interface for exploratory analysis and also supports automated, high-throughput analysis of large data sets.

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与非二种树的和解。
和解是解决基因和物种树之间分歧的过程,通过调用基因复制和损失来解释拓扑不一致。由此推断的复制历史是广泛生物学应用的有价值的信息来源,包括同源鉴定,估计基因复制时间,以及生根和纠正基因树。二叉树的调和是一个容易处理且研究得很好的问题。然而,惊人比例的物种树是非二元的。例如,NCBI分类法中64%的分支点有三个或更多的子节点。当应用于非二叉物种树时,目前的算法高估了重复的数量,因为它们不能区分重复和深度合并。在重复损失简约模型下,提出了二叉基因树与非二叉物种树调和的第一个形式化算法。该算法利用从基因到物种树的空间高效映射,推断出O(|V(G)|的最小重复数和损失数。(k(S) + h(S)))时间,其中V(G)为基因树的节点数,h(S)为物种树的高度,k(S)为其最大多分叉的宽度。我们还提出了一个组合损失模型的动态规划算法,其中兄弟物种的损失可以表示为共同祖先的单个损失。我们的算法已经在NOTUNG中实现,NOTUNG是一个强大的,生产质量的树拟合程序,它为探索性分析提供了图形用户界面,还支持自动化,高通量的大数据集分析。
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