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Fuzzy Fireworks Algorithm Based on a Sparks Dispersion Measure

机译:基于火花散度测度的模糊烟花算法

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The main goal of this paper is to improve the performance of the Fireworks Algorithm (FWA). To improve the performance of the FWA we propose three modifications: the first modification is to change the stopping criteria, this is to say, previously, the number of function evaluations was utilized as a stopping criteria, and we decided to change this to specify a particular number of iterations; the second and third modifications consist on introducing a dispersion metric (dispersion percent), and both modifications were made with the goal of achieving dynamic adaptation of the two parameters in the algorithm. The parameters that were controlled are the explosion amplitude and the number of sparks, and it is worth mentioning that the control of these parameters is based on a fuzzy logic approach. To measure the impact of these modifications, we perform experiments with 14 benchmark functions and a comparative study shows the advantage of the proposed approach. We decided to call the proposed algorithms Iterative Fireworks Algorithm (IFWA) and two variants of the Dispersion Percent Iterative Fuzzy Fireworks Algorithm (DPIFWA-I and DPIFWA-II, respectively).
机译:本文的主要目的是提高Fireworks算法(FWA)的性能。为了提高FWA的性能,我们提出了三个修改:第一个修改是更改停止标准,也就是说,以前,功能评估的数量被用作停止标准,并且我们决定对此进行更改以指定一个特定的迭代次数;第二和第三种修改方法是引入色散度量(色散百分比),并且两种修改都是以实现算法中两个参数的动态适应为目标的。控制的参数是爆炸幅度和火花数,值得一提的是,这些参数的控制是基于模糊逻辑方法的。为了衡量这些修改的影响,我们使用14种基准功能进行了实验,而一项比较研究则表明了该方法的优势。我们决定将提出的算法称为迭代烟花算法(IFWA)和色散百分比迭代模糊烟花算法的两个变体(分别为DPIFWA-I和DPIFWA-II)。

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