Howling mechanism based grey wolf optimizer

C. Dadhich, Ninnala Sharma, Harish Sharma
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Abstract

Grey wolf optimizer (GWO) is an efficient optimization approach in the generation of swarm intelligence based techniques. GWO algorithm relies on the leadership quality and hunting mechanism shown by grey wolves. Half of the iteration in GWO are dedicated to exploration and the rest half are used for exploitation. This article presents a modified GWO approach, known as Howling mechanism based grey wolf optimizer (HGWO). In the modified approach two new phases are added namely, “Howling Phase” and “Re-hunting Phase”. In Howling Phase, the solutions are updated based upon their probable values which depends upon the fitness function. The solutions with higher fitness value are assigned higher probability values so higher fit solutions will be given more chances to update their positions. Further, to overcome the problem of stagnation, re-hunting phase is annexed to re-initialize the Alpha (first fittest solution), Beta (second fit solution), and Delta (third fit solution), if they are not updating their positions upto a predetermined limit. To validate the performance of HGWO, 10 benchmark functions are considered and compared with other optimization algorithms such as GWO, Gravitational Search Algorithm (GSA), and Shuffled frog-leaping algorithm (SFLA). The obtained results show the clear supremacy of the proposed HGWO algorithm.
基于嚎叫机制的灰狼优化器
灰狼优化器(GWO)是基于群体智能生成的一种有效的优化方法。GWO算法依赖于灰狼的领导素质和狩猎机制。GWO中一半的迭代用于探索,另一半用于开发。本文提出了一种改进的灰狼优化方法,称为基于嚎叫机制的灰狼优化器(HGWO)。在改进后的方法中,增加了两个新阶段,即“嚎叫阶段”和“重猎阶段”。在嚎叫阶段,解决方案根据它们的可能值进行更新,这取决于适应度函数。适应度值越高的解被赋予更高的概率值,因此适应度越高的解将有更多的机会更新其位置。此外,为了克服停滞问题,如果Alpha(第一个适合的解决方案)、Beta(第二个适合的解决方案)和Delta(第三个适合的解决方案)没有将其位置更新到预定的限制,则附加了重新狩猎阶段以重新初始化Alpha(第一个适合的解决方案)、Beta(第二个适合的解决方案)和Delta(第三个适合的解决方案)。为了验证HGWO的性能,考虑了10个基准函数,并与GWO、引力搜索算法(GSA)和shuffle青蛙跳跃算法(SFLA)等其他优化算法进行了比较。所得结果表明,所提出的HGWO算法具有明显的优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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