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A space transformational invasive weed optimization for solving fixed-point problems

机译:用于解决固定点问题的空间变革侵略性杂草优化

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摘要

Real life problems are used as benchmarks to evaluate the performance of existing, improved and modified evolutionary algorithms. In this paper, we propose a new hybrid method, namely SIWO, by embedding space transformation search (STS) into invasive weed optimization to solve complex fixed-point problems. Invasive weed optimization suffers from premature convergence when solving complex optimization problems. Using STS transforms the current search space into a new search space by simultaneously evaluating solutions in the current and transformed spaces. This increases the probability that a solution is closer to the global optimum. Therefore, we can avoid premature convergence and the convergence speed is also increased. To evaluate the performance of SIWO, four complex fixed-point problems are chosen from the literature. Our findings demonstrate that SIWO can solve complex fixed-point problems with great precision. Moreover, the numerical results demonstrate that SIWO is an effective and efficient algorithm compared with some state-of-the-art algorithms.
机译:现实生活中的问题被用作评估现有,改进和修改的进化算法的性能的基准。在本文中,我们提出了一种新的混合方法,即Siwo,通过将空间转换搜索(STS)嵌入到侵入性杂草优化来解决复杂的定点问题。侵入杂草优化在解决复杂优化问题时遭受过早的收敛性。使用STS将当前搜索空间转换为新的搜索空间,通过同时评估当前和转换空间中的解决方案。这增加了解决方案更接近全局最佳的可能性。因此,我们可以避免过早收敛,收敛速度也增加。为了评估Siwo的性能,从文献中选择了四个复杂的定点问题。我们的研究结果表明,Siwo可以以极大的精度解决复杂的定点问题。此外,数值结果表明,与一些最先进的算法相比,SiWO是一种有效且有效的算法。

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