Different Approaches for Cooperation with Metaheuristics

J. M. Cadenas, M. C. Garrido, E. M. Ballester, Carlos Cruz Corona, D. Pelta, J. Verdegay
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引用次数: 4

Abstract

Working on artificial intelligence, one of the tasks we can carry on is optimization of the possible solutions of a problem. Optimization problems appear. In optimization problems we search for the best solution, or one good enough, to a problem among a lot of alternatives. Problems we try to solve are usual in daily living. Every person constantly works out optimization problems, e.g. finding the quickest way from home to work taking into account traffic restrictions. Humans can find efficiently solutions to these problems because these are easy enough. Nevertheless, problems can be more complex, for example reducing fuel consumption of a fleet of plains. Computational algorithms are required to tackle this kind of problems. A first approach to solve them is using an exhaustive search. Theoretically, this method always finds the solution, but is not efficient as its execution time grows exponentially. In order to improve this method heuristics were proposed. Heuristics are intelligent techniques, methods or procedures that use expert knowledge to solve tasks; they try to obtain a high performance referring to solution quality and used resources. Metaheuristics, term first used by Fred Glover in 1986 (Glover, 1986), arise to improve heuristics, and can be defined as (Melián, Moreno & Moreno, 2003) ‘intelligent strategies for designing and improving very general heuristic procedures with a high performance’. Since Glover the field has been extensively developed. The current trend is designing new metaheuristics that improve the solution to given problems. However, another line, very interesting, is reuse existing metaheuristics in a coordinated system. In this article we present two different methods following this line.
运用元启发式进行合作的不同途径
研究人工智能,我们可以进行的任务之一是优化问题的可能解决方案。优化问题出现了。在优化问题中,我们从众多备选方案中寻找问题的最佳解决方案,或者一个足够好的解决方案。我们试图解决的问题在日常生活中很常见。每个人都在不断地解决优化问题,例如,在考虑交通限制的情况下,找到从家到工作的最快路线。人类可以找到解决这些问题的有效方法,因为这些方法很简单。然而,问题可能更复杂,例如减少平原舰队的燃料消耗。处理这类问题需要计算算法。解决它们的第一种方法是使用穷举搜索。理论上,该方法总能找到解,但由于执行时间呈指数增长,效率不高。为了改进该方法,提出了启发式算法。启发式是使用专家知识来解决任务的智能技术、方法或程序;他们试图获得与解决方案质量和使用的资源相关的高性能。元启发式是Fred Glover在1986年首次使用的术语(Glover, 1986),它的出现是为了改进启发式,可以定义为(Melián, Moreno & Moreno, 2003)“设计和改进具有高性能的非常一般的启发式程序的智能策略”。自格洛弗以来,这一领域得到了广泛的发展。当前的趋势是设计新的元启发式来改进给定问题的解决方案。然而,另一行,非常有趣,是在协调系统中重用现有的元启发式。在本文中,我们将按照这一行介绍两种不同的方法。
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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