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Computational analysis of different vertex cover algorithms of various graphs

机译:各种图形的不同顶点覆盖算法的计算分析

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Various Solutions for Vertex Cover algorithms are available in the world which are from NP-Complete class. There are several real world applications of Vertex Cover algorithm like different networks as Terrorist communication n/w, Wireless communication n/w, Airline communication n/w. We are representing the comparative analysis of various subsisting algorithms like Approximation algorithm, List(s) algorithm, Greedy technique and Alom's algorithm for the Vertex Cover problem in this paper. From the analysis, we came to know that the Alom's algorithm is giving optimized result among all Vertex Cover algorithms of every graph having large number of nodes where the Approximation algorithm gives the worst response of the execution for huge graphs.
机译:NP-Complete类提供了有关Vertex Cover算法的各种解决方案。顶点覆盖算法在现实世界中有多种应用,例如不同的网络,例如恐怖通讯,无线通讯,航空公司通讯。在本文中,我们将对各种存在的算法(例如近似算法,列表算法,贪婪技术和Alom算法)的顶点覆盖问题进行比较分析。通过分析,我们知道,在具有大量节点的每个图的所有“顶点覆盖”算法中,Alom算法正在提供优化的结果,其中“近似”算法对大型图的执行响应最差。

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