基于柯西突变和精英对立学习的改进蝙蝠算法

Fábio A. P. Paiva, Cláudio R. M. Silva, Izabele V. O. Leite, M. Marcone, J. A. F. Costa
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引用次数: 22

摘要

元启发式可以用于解决复杂的优化问题,因为它们提供了近似和可接受的解决方案。近年来,许多计算机科学家在提出新的元启发式算法(如受群体智能启发的算法)时,大自然一直是灵感的来源。它们是基于群居动物的行为,如鸟类、鱼类和蝙蝠。在这种背景下,蝙蝠算法(Bat Algorithm, BA)是一种受蝙蝠飞行过程中回声定位启发的新元启发式算法。然而,该算法面临的一个问题是失去了产生多样性的能力,从而降低了找到全局解的机会。本文采用柯西变异算子和精英对立学习两种方法对原BA进行了改进。新的变体旨在产生算法的多样性,提高算法的收敛速度。将其与原始BA和文献中发现的另一个变体进行了比较。为了进行比较,建议的变体在30次独立运行期间使用了四个基准函数。经过实验,将结果与原BA进行比较,突出了新变体的优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modified bat algorithm with cauchy mutation and elite opposition-based learning
Metaheuristics can be used to solve optimization complex problems because they offer approximate and acceptable solutions. In recent years, nature has been a source of inspiration for many computer scientists when proposing new metaheuristics such as the algorithms inspired by swarm intelligence. They are based on the behavior of animals that live in groups such as birds, fishes and bats. In this context, Bat Algorithm (BA) is a recent metaheuristic inspired by echolocation of bats during their flights. However, a problem that this algorithm faces is the loss of the ability to generate diversity and, consequently, the chances of finding the global solution are reduced. This paper proposes a modification to the original BA using two methods known as Cauchy mutation operator and Elite Opposition-Based Learning. The new variant aims generate diversity of the algorithm and increases its convergence velocity. It was compared to the original BA and another variant found in the literature. For this comparison, the proposed variant used four benchmark functions, during 30 independent runs. After the experiments, the superiority of the new variant is highlighted when the results are compared to the original BA.
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