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An Improved Real-Coded Population-Based Extremal Optimization Method for Continuous Unconstrained Optimization Problems

机译:连续无约束优化问题的一种改进的基于实数编码的基于人口的极值优化方法

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As a novel evolutionary optimization method, extremal optimization (EO) has been successfully applied to a variety of combinatorial optimization problems. However, the applications of EO in continuous optimization problems are relatively rare. This paper proposes an improved real-coded population-based EO method (IRPEO) for continuous unconstrained optimization problems. The key operations of IRPEO include generation of real-coded random initial population, evaluation of individual and population fitness, selection of bad elements according to power-law probability distribution, generation of new population based on uniform random mutation, and updating the population by accepting the new population unconditionally. The experimental results on 10 benchmark test functions with the dimensionN=30have shown that IRPEO is competitive or even better than the recently reported various genetic algorithm (GA) versions with different mutation operations in terms of simplicity, effectiveness, and efficiency. Furthermore, the superiority of IRPEO to other evolutionary algorithms such as original population-based EO, particle swarm optimization (PSO), and the hybrid PSO-EO is also demonstrated by the experimental results on some benchmark functions.
机译:作为一种新颖的进化优化方法,极值优化(EO)已成功应用于各种组合优化问题。但是,EO在连续优化问题中的应用相对较少。针对连续无约束的优化问题,本文提出了一种改进的基于实数编码的基于种群的EO方法(IRPEO)。 IRPEO的关键操作包括生成实码随机初始种群,评估个体和种群适应度,根据幂律概率分布选择不良元素,基于统一随机突变生成新种群以及通过接受更新种群新人口无条件。在尺寸为N = 30的10个基准测试函数上的实验结果表明,就简单性,有效性和效率而言,IRPEO具有竞争力,甚至比最近报道的具有不同突变操作的各种遗传算法(GA)版本更好。此外,在某些基准函数上的实验结果也证明了IRPEO在其他进化算法(例如基于原始种群的EO,粒子群优化(PSO)和混合PSO-EO)上的优越性。

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