约束工程问题的复值编码导引头优化算法

Duan Shaomi, Huilong Luo, Haipeng Liu
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引用次数: 1

摘要

针对约束工程优化问题,提出了一种基于多链方法的复值编码导引头优化算法(CSOA)。复杂值编码和多链路策略由寻道优化算法(SOA)主导。复值编码方法是一种有影响力的全局优化策略,多链接是一种增强的局部搜索策略。这些策略增强了个体的多样性,避免了陷入局部最优。本文选取了15个基准函数、4个PID控制参数模型和6个约束工程问题进行测试。实验结果表明,CSOA算法可用于基准函数、PID控制参数优化和优化约束工程问题。与粒子群优化算法(PSO)、基于遗传算法(SA_GA)的模拟退火算法(SA_GA)、引力搜索算法(GSA)、正余弦算法(SCA)、多宇宙优化器(MVO)和导引头优化算法(SOA)相比,CSOA具有更好的优化能力和鲁棒性。
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A Complex-valued Encoding Seeker Optimization Algorithm for Constrained Engineering Problems
This article comes up with a complex-valued encoding seeker optimization algorithm (CSOA) base on the multi-chain method for the constrained engineering optimization problems. The complex value encoding and a multi-link strategy are leaded by the seeker optimization algorithm (SOA). The complex value encoding method is an influential global optimization strategy, and the multi-link is an enhanced local search strategy. These strategies enhance the individuals’ diversity and avert fall into the local optimum. This article chose fifteen benchmark functions, four PID control parameter models, and six constrained engineering problems to test. According to the experimental results, the CSOA algorithm can be used in the benchmark functions, PID control parameters optimization, and optimization constrained engineering problems. Compared to particle swarm optimization (PSO), simulated annealing base on genetic algorithm (SA_GA), gravitational search algorithm (GSA), sine cosine algorithm (SCA), multi-verse optimizer (MVO), and seeker optimization algorithm (SOA), the optimization ability and robustness of CSOA are better.
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