Improved Northern Goshawk Optimization Algorithm for Global Optimization

H. Sadeeq, A. Abdulazeez
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Abstract

Global optimization has been used in many real-world problems. Nature-inspired meta-heuristic algorithms, such as the Northern Goshawk Optimization NGO algorithm that has just been proposed, are often used to solve these kinds of optimization problems. An NGO provides satisfactory results. In this algorithm, the proposed exploration model may not provide sufficient coverage of the problem space, trapping the system in a local optimal solution. To improve the performance of NGO, a novel and efficient improved northern goshawk optimization technique named INGO is proposed in this paper. In INGO, a new concept of switching between exploration and exploitation has been developed to improve overall algorithm performance to avoid being stuck in local optima. Also, to increase search capabilities, Levy Flight is used. Twenty-three known benchmark functions were used to test the performance of the proposed INGO. The results were compared to those of an NGO and some well-known robust algorithms. Experimental data indicates that the INGO suggested in this study consistently outperforms the traditional NGO and alternative methods in a significant number of test functions.
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改进的北苍鹰全局优化算法
全局优化已经在许多现实问题中得到了应用。自然启发的元启发式算法,如刚刚提出的北苍鹰优化NGO算法,通常用于解决这类优化问题。非政府组织提供了令人满意的结果。在该算法中,所提出的探索模型可能无法提供足够的问题空间覆盖,使系统陷入局部最优解。为了提高非政府组织的性能,本文提出了一种新的、高效的改进北苍鹰优化技术——非政府组织。在INGO中,为了提高算法的整体性能,避免陷入局部最优,提出了在探索和利用之间切换的新概念。此外,为了增加搜索能力,利维飞行被使用。使用23个已知的基准函数来测试所提出的INGO的性能。结果与非政府组织和一些知名的鲁棒算法进行了比较。实验数据表明,本研究提出的非政府组织在许多测试功能上始终优于传统非政府组织和替代方法。
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