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A New Distributed Modified Extremal Optimization using Tabu Search Mechanism for Reducing Crossovers in Reconciliation Graph and Its Performance Evaluation

机译:基于Tabu搜索机制的新的分布式修正极值优化,减少对帐图中的交叉及其性能评估。

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To determine the mechanism of molecular evolution, identifying the differences between two heterogeneous phylogenetic trees and the between a phylogenetic tree and a taxonomic tree is an important task for molecular biologists. Phylogenetic trees and taxonomic trees are referred to as ordered trees. In the process of comparing ordered trees, a graph, which is called a reconciliation graph, is created using the ordered trees. In the reconciliation graph, the leaf nodes of the two ordered trees face each other. Furthermore, leaf nodes with the same label name are connected to each other by an edge. It is difficult to compare two heterogeneous ordered trees, if there are many crossed edges between leaf nodes in the reconciliation graph. Therefore the number of crossovers in the reconciliation graph should be decreased; then reducing crossovers in a reconciliation graph is the combinatorial optimization problem that finds the state with the minimum number of crossovers. Several heuristics have been proposed for reducing crossovers in a reconciliation graph. One of the most successful heuristics is the modified extremal-optimizationbased heuristics (the MEO-based heuristics). In this paper, we propose a novel MEO-based heuristic called distributed modified extremal optimization with tabu lists (DMEOTL). This heuristic is a hybrid of distributed modified extremal optimization (DMEO) and the tabu search mechanism. We have evaluated DMEOTL using actual data sets. DMEOTL shows better performance compared with DMEO.
机译:为了确定分子进化的机制,鉴定两个异种系统树之间的差异以及系统树和分类树之间的差异是分子生物学家的重要任务。系统发育树和分类树被称为有序树。在比较有序树的过程中,使用有序树创建了一个称为对帐图的图。在对帐图中,两棵有序树的叶节点彼此面对。此外,具有相同标签名称的叶节点通过一条边相互连接。如果对帐图中叶节点之间有许多交叉的边缘,则很难比较两个异构的有序树。因此,应该减少对帐图中的交叉次数;然后,在对帐图中减少交叉是组合优化问题,该问题可以找到交叉次数最少的状态。已经提出了几种启发式方法来减少对帐图中的交叉。最成功的启发式方法之一是改进的基于极值优化的启发式方法(基于MEO的启发式方法)。在本文中,我们提出了一种新颖的基于MEO的启发式方法,称为带有禁忌表的分布式修正极值优化(DMEOTL)。这种启发式方法是分布式修正极值优化(DMEO)和禁忌搜索机制的混合体。我们已经使用实际数据集评估了DMEOTL。与DMEO相比,DMEOTL具有更好的性能。

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