具有服务质量问题的多目标演化算法

Thiago Fialho de Queiroz Lafetá, Marcos L. P. Bueno, Christiane Regina Soares Brasil, G. Oliveira
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引用次数: 8

摘要

为了保证计算机网络中正确的端到端通信,许多应用程序对服务质量(QoS)提出了要求。在QoS路由中,多个相互冲突的目标同时被优化。另一方面,最简单形式的多播(即向多个目的地发送数据)是一个计算困难的问题,当考虑到QoS要求时,这个问题变得更具挑战性。前人研究了基于pareto优势的多目标进化算法(moea)在具有QoS问题的组播路由中的应用。特别是,所谓的SPEA2算法在涉及多达四个目标的问题表述中提供了良好的结果。然而,人们已经认识到,对于高维问题,moea的收敛性可能会大幅下降。在这项工作中,我们提出了一个基于多目标算法MEAMT(多表多目标进化算法)的路由模型,旨在更好地处理当前最先进的路由方法在求解高维公式时面临的困难。我们提出了基于MEAMT的组播路由新模型,并在不同拓扑和大小的几个问题实例上,与基于spea2的路由在包含4、5和6个目标的公式中进行了实验比较。结果表明,新的路由模型在大多数情况下克服了SPEA2,特别是在解决高维路由问题时。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Many-Objective Evolutionary Algorithms for Multicast Routing with Quality of Service Problem
In order to guarantee a proper end-to-end communication in computer networks, many applications impose Quality of Service (QoS) requirements. In QoS routing, multiple conflicting objectives are optimized simultaneously. On the other hand, multicasting (i.e. sending data to multiple destinations) in its simplest form is a computationally difficult problem, which becomes more challenging when QoS requirements are considered. Previous works have investigated the use of multi-objective evolutionary algorithms (MOEAs) in the multicast routing with QoS problem under a Pareto-dominance approach. In particular, the so-called SPEA2 algorithm has provided good results in problem formulations involving up to four objectives. However, it has been recognized that for higher-dimension problems the convergence of MOEAs can decline substantially. In this work, we propose a model for routing based on the many-objectives algorithm MEAMT (multi-objective evolutionary algorithms with many tables), aiming at better dealing with the difficulty faced by state-of-the-art routing methods when solving for higherdimensional formulations. We present the new model for multicast routing based on MEAMT, as well as report experiments on a comparison with SPEA2-based routing in formulations involving 4, 5 and 6 objectives over several problem instances with different topologies and sizes. The results indicate that the new routing model overcomes SPEA2 in most cases, specially when solving for higher dimensional problems in routing.
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