Enhancing Inverse Ant Algorithm using Path Elimination Rules

Jaymer M. Jayoma, B. Gerardo, Ruji P. Medina
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引用次数: 2

Abstract

Shortest Path Problem is one of the problems addressed in graph theory. One of the examples is the Travelling Sales Person which finds the shortest path from source to destination. Because it is a NP-complete problem, it uses brute force in finding the optimal solution. However, the solution was prone to stagnation since optimal solution is easy to reach its limits when applied to real-world scenarios. A solution was derived through the enhancement of the ant algorithm which is the inverse ant algorithm where an alternate route is provided in case a limit is reached. However, the selection process of path of the inverse ant algorithm increases time complexity. Path selection process is addressed through the enhancement of ant algorithm using the path elimination rule. This process of enhancing is applied to the inverse ant algorithm to enhance its performance.
基于路径消除规则的逆蚁算法改进
最短路径问题是图论研究的问题之一。其中一个例子是旅行销售人员,它找到了从源头到目的地的最短路径。因为它是一个np完全问题,所以它使用蛮力来寻找最优解。然而,由于最优解在应用于实际场景时很容易达到极限,因此解决方案容易停滞不前。通过对蚁群算法的改进,导出了一种求解方法,即在达到极限时提供备用路径的逆蚁群算法。然而,逆蚁算法的路径选择过程增加了时间复杂度。通过使用路径消除规则对蚁群算法进行改进,解决了路径选择过程。将这种增强过程应用到逆蚁算法中,以提高其性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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