约束优化问题粒子群框架中的分裂对抗策略

IF 3.2 Q3 Mathematics Results in Control and Optimization Pub Date : 2025-03-01 Epub Date: 2024-12-06 DOI:10.1016/j.rico.2024.100508
Sarika Jain , Rekha Rani , Pradeep Jangir , Seyed Jalaleddin Mousavirad , Ali Wagdy Mohamed
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引用次数: 0

摘要

在自然启发算法中,种群初始化技术在寻找最优解方面起着重要作用。在本研究中,我们提出了一种新的种群初始化技术——基于分裂对立的学习粒子群优化(D-PSO)。这种方法的灵感来自于基于对立的学习(OBL)。D-PSO是一种初始种群的元素均匀地覆盖搜索空间,从而获得最优解的可能性最大的算法。为了验证结果,D-PSO与标准PSO、OBL-PSO、I-PSO一起在16个10和30维度的基准函数和12个CEC22函数上进行了测试。在标准粒子群算法中,初始种群的元素是随机生成的;在OBL-粒子群算法中,初始种群的元素是使用OBL技术生成的。I-PSO使用改进的OBL技术生成初始种群元素。与其他初始化技术相比,D-PSO为12个CEC22函数中的10、30和10维的所有基准函数提供了更好的结果。为了衡量结果的显著性,本研究还进行了统计分析。对这两组基准函数进行了复杂度分析和收敛性分析。与其他初始化技术相比,D-PSO对10维、30维和10维CEC22函数的所有基准函数收敛性能最好。
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Divided opposition strategy in particle swarm framework for constrained optimization problem
In nature inspired algorithms, population initialization techniques play an important role to find an optimal solution. In this study, we proposed a novel population initialization technique Divided opposition-based learning Particle Swarm Optimization (D-PSO). This technique is inspired by Opposition Based Learning (OBL). D-PSO is a technique in which elements of initial population are uniformly cover the search space so the possibility of obtaining the optimal solution is highest. To validate the results D-PSO is tested on 16 benchmark functions for dimensions 10 and 30 and 12 CEC22 functions along with standard PSO, OBL-PSO, I-PSO. In standard PSO elements of initial population is randomly generated and in OBL-PSO elements of initial population are generated using OBL technique. I-PSO generate initial population elements using improved OBL technique. D-PSO gives better outcomes for all benchmark functions for dimension 10, 30 and 10 CEC22 function out of 12 as compared to other initialization techniques. To measure the significance of results a statistical analysis is also done in this study. Complexity analysis and convergence analysis is also measured for both set of benchmark functions. The convergence behavior of D-PSO for all benchmark function for dimension 10, 30 and 10 CEC22 function is best as compared to other initialization technique.
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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