蜜獾优化算法的全面调查及其变体和应用的元分析

Ibrahim Hayatu Hassan , Mohammed Abdullahi , Jeremiah Isuwa , Sahabi Ali Yusuf , Ibrahim Tetengi Aliyu
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引用次数: 0

摘要

元启发式算法通常用于解决各个领域中复杂和 NP-困难的优化问题。这些算法能够探索和利用各种问题领域的解决方案,因此广受欢迎。蜜獾算法(HBA)是一种基于种群的元启发式优化算法,其灵感来源于蜜獾的动态狩猎策略,利用采蜜和挖掘技术。自 2020 年问世以来,HBA 已引起广泛关注,并被应用于各个领域。本综述旨在全面考察 HBA 在解决各种优化问题方面的改进和应用。此外,调查还对 HBA 自问世以来的改进、混合和应用进行了元分析。调查结果显示,52 项研究提出了使用混沌图、征收飞行机制、自适应机制、转移函数、多目标机制和基于对立的学习技术改进 HBA,20 项研究提出了 HBA 与其他元启发式算法的混合算法,101 项研究使用原始 HBA 解决各种优化问题。调查显示,HBA 在研究界之所以被广泛接受,是因为它简单明了、易于使用、计算时间短、收敛速度快、功效高,而且能够解决不同类型的优化问题,有别于其他著名的优化方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A comprehensive survey of honey badger optimization algorithm and meta-analysis of its variants and applications

Metaheuristic algorithms are commonly used in solving complex and NP-hard optimization problems in various fields. These algorithms have become popular because of their ability to explore and exploit solutions in various problem domains. Honey Badger Algorithm (HBA) is a population-based metaheuristic optimization algorithm inspired by the dynamic hunting strategy of honey badgers, utilizing honey and digging-seeking techniques. Since its introduction in 2020, HBA has garnered widespread attention and has been applied across various domains. This review aims to comprehensively survey the improvement and application of HBA in solving various optimization problems. Additionally, the survey conducts a meta-analysis of the HBA's improvements, hybridization and application since its introduction. According to the result of the survey, 52 studies presented improved HBA using chaotic maps, levy flight mechanism, adaptive mechanisms, transfer functions, multi-objective mechanism and opposition based learning techniques, 20 studies presented a hybrid HBA with other metaheuristics algorithms and 101 studies uses the original HBA for solving various optimization problems. According to the survey, the wide acceptance of the HBA within the research community stems from its straightforwardness, ease of use, efficient computational time, accelerated convergence speed, high efficacy, and capability to address different kind of optimization issues, distinguishing it from the well-known optimization approches presented.

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