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Ant colony optimization with different crossover schemes for global optimization

机译:具有不同交叉方案的蚁群优化,用于全局优化

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摘要

Global optimization, especially large scale optimization problems arise as a very interesting field of research, because they appear in many real-world problems. Ant colony optimization is one of optimization techniques for these problems. In this paper, we improve the continuous ant colony optimization (ACO with crossover operator. Three crossover methods are employed to generate some new probability density function set of ACO. The proposed algorithms are evaluated by using 21 benchmark functions whose dimensionality is 30-1000. The simulation results show that the proposed ACO with different crossover operators significantly enhance the performance of ACO for global optimization. In the case the dimensionality is 1000, the proposed algorithm also can efficiently solves them. Compared with state-of-art algorithms, the proposal is a very competitive optimization algorithm for global optimization problems.
机译:全球优化,特别是大规模优化问题是一个非常有趣的研究领域,因为它们出现在许多现实世界问题中。 蚁群优化是这些问题的优化技术之一。 在本文中,我们改善了连续的蚁群优化(ACO与交叉运算符。采用三个交叉方法来生成一些新的概率密度函数集。通过使用21个基准函数来评估所提出的算法,其维度为30-1000。 仿真结果表明,具有不同交叉运算符的拟议ACO显着提高了ACO对全局优化的性能。在维度为1000的情况下,所提出的算法也可以有效地解决它们。与最先进的算法,提案相比,该算法也可以有效解决。 是一种非常有竞争力的全局优化问题的优化算法。

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