A ripple-spreading algorithm for route optimization

Xiao-Bing Hu, Ming Wang, Qiong Sun, M. Leeson, E. Paolo
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引用次数: 5

Abstract

Inspired by the natural ripple-spreading phenomenon that occur on a water surface, this paper proposes a novel route optimization method: the ripple-spreading algorithm (RSA). In nature, a ripple spreads at a constant speed in all directions, and the node closest to the source will be the first to be reached. This very simple principle forms the foundation of the proposed RSA. An initial ripple starts from the source, and triggers new ripples at other nodes as it spreads out. A new ripple can also trigger ripples at nodes farther away, until the destination is reached. Then the first ripple that reaches the destination determines the shortest route. Unlike search-and-test algorithms, such as evolutionary algorithms, the RSA is a deterministic method that can always guarantee the global optimal solution with a very good scalability. The RSA is particularly compared with two of the most well-known route optimization algorithms, and the experimental results clearly illustrate the advantages of the RSA reported in this paper in terms of efficiency and effectiveness.
一种路由优化的波纹扩散算法
本文从水面上自然出现的波纹扩散现象出发,提出了一种新的路线优化方法:波纹扩散算法(RSA)。在自然界中,波纹在各个方向上以恒定的速度传播,最接近源的节点将首先到达。这个非常简单的原则构成了所提议的RSA的基础。初始波纹从源头开始,并在扩散时在其他节点触发新的波纹。新的波纹也可以在更远的节点上触发波纹,直到到达目的地。然后到达目的地的第一个波纹决定了最短的路由。与进化算法等搜索-测试算法不同,RSA是一种确定性方法,能够始终保证全局最优解,具有很好的可扩展性。将RSA算法与两种最著名的路由优化算法进行了对比,实验结果清楚地说明了本文所报道的RSA算法在效率和有效性方面的优势。
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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