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A new approach to bacterial foraging optimization based on evolution strategies

机译:基于进化策略的细菌觅食优化新方法

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Bacterial Foraging Optimization Algorithm (BFOA) is inspired by the social foraging behaviour of Escherichia coli. Although the BFOA has successfully been applied to many kinds of optimization problems, experimentation with complex problems reports that the basic BFO algorithm possesses a poor performance mainly because of its constant chemotactic step. In this paper, a new self-adaptive approach to BFO based on ES (ESABFO) is proposed. In the proposed algorithm, each bacterial decides the step size C on the basis of the objective function value. When it is far away from the best objective, the step size C is large. Otherwise, the step size C is small. In this way, the step size C can be regarded as an evolution progress with self-adaptive adjusting. And it can keep right balance between an exploration of the whole search space and an exploitation of the promising areas. In order to prove the validity of the ES-ABFO, two experiments have been done for a set of benchmark functions and then they have been compared with basic BFOA. The performance comparisons indicated that the ES-ABFO is capable of alleviating the problems of premature convergence in BFO. And it is suitable to solve the complex optimization problems.
机译:细菌觅食优化算法(BFOA)受大肠杆菌的社会觅食行为启发。尽管BFOA已成功应用于多种优化问题,但对复杂问题的实验表明,基本BFO算法的性能较差,主要是因为其恒定的趋化步骤。本文提出了一种基于ES的BFO自适应方法(ESABFO)。在提出的算法中,每种细菌根据目标函数值确定步长C。当距最佳目标较远时,步长C将很大。否则,步长C将很小。这样,步长C可以被认为是具有自适应调整的演进过程。它可以在整个搜索空间的探索与有希望的区域的探索之间保持适当的平衡。为了证明ES-ABFO的有效性,已经针对一组基准功能进行了两个实验,然后将它们与基本BFOA进行了比较。性能比较表明,ES-ABFO能够缓解BFO中的过早收敛问题。它适合解决复杂的优化问题。

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