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The Sailfish Optimizer: A novel nature-inspired metaheuristic algorithm for solving constrained engineering optimization problems

机译:Sailfish Optimizer:一种新颖的自然启发式元启发式算法,用于解决受限的工程优化问题

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摘要

Nature-inspired optimization algorithms, especially swarm based algorithms (SAs), solve many scientific and engineering problems due to their flexibility and simplicity. These algorithms are applicable for optimization problems without structural modifications. This work presents a novel nature-inspired metaheuristic optimization algorithm, called SailFish Optimizer (SFO), which is inspired by a group of hunting sailfish. This method consists of two tips of populations, sailfish population for intensification of the search around the best so far and sardines population for diversification of the search space. The SFO algorithm is evaluated on 20 well-known unimodal and multimodal mathematical functions to test different characteristics of the algorithm. In addition, SFO is compared with the six state-of-art metaheuristic algorithms in low and high dimensions. It also indicates competitive results for improvement of exploration and exploitation phases, avoidance of local optima, and high speed convergence especially on large-scale global optimization. The SFO algorithm outperforms the best algorithms in the literature on the majority of the test functions and it shows the statistically significant difference among other algorithms. Moreover, the SFO algorithm shows significantly great results for non-convex, non-separable and scalable test functions. Eventually, the promising results on five real world optimization problems indicate that the SFO is applicable for problem solving with constrained and unknown search spaces.
机译:受自然启发的优化算法,尤其是基于群体的算法(SA),由于其灵活性和简单性而解决了许多科学和工程问题。这些算法适用于没有结构修改的优化问题。这项工作提出了一种新颖的自然启发式元启发式优化算法,称为SailFish Optimizer(SFO),其灵感来自一群狩猎的旗鱼。该方法由种群的两个技巧组成,即旗鱼种群,用于加强到目前为止最好的搜索;沙丁鱼种群,用于进行搜索空间的多样化。 SFO算法在20个众所周知的单峰和多峰数学函数上进行了评估,以测试算法的不同特性。此外,在低维和高维中,将SFO与六种最新的元启发式算法进行了比较。它还表明了在改善勘探和开发阶段,避免局部最优以及尤其在大规模全局优化方面的高速收敛方面的竞争结果。在大多数测试功能上,SFO算法的性能优于文献中最好的算法,并且在其他算法之间显示出统计学上的显着差异。此外,对于非凸,不可分离和可扩展的测试功能,SFO算法显示出显着的出色结果。最终,关于五个现实世界最优化问题的有希望的结果表明,SFO适用于解决搜索空间受限和未知的问题。

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