基于单纯形搜索法和免疫进化微粒群算法,提出1个求解无约束最优化问题的新的混合算法—单纯形搜索法和免疫进化微粒群算法的混合算法.由于它不需要梯度信息,所以具有易实施、收敛速度快和计算准确的优点.为了证明混合算法能够改进免疫...基于单纯形搜索法和免疫进化微粒群算法,提出1个求解无约束最优化问题的新的混合算法—单纯形搜索法和免疫进化微粒群算法的混合算法.由于它不需要梯度信息,所以具有易实施、收敛速度快和计算准确的优点.为了证明混合算法能够改进免疫进化微粒群算法的性能,首先利用6个测试函数进行仿真计算比较,计算结果表明,新的混合算法在求解质量和收敛速率上都优于其它进化算法(IEPSO,PSOPC,GSPSO,LSPSO and CPSO);其次,将新混合算法和最新的3种混合算法进行鲁棒性分析比较,结果表明,新混合算法在解的搜索质量、效率和关于初始点的鲁棒性方面都优于其它算法.展开更多
Particle swarm optimization (PSO) is an efficient, robust and simple optimization algorithm. Most studies are mainly concentrated on better understanding of the standard PSO control parameters, such as acceleration co...Particle swarm optimization (PSO) is an efficient, robust and simple optimization algorithm. Most studies are mainly concentrated on better understanding of the standard PSO control parameters, such as acceleration coefficients, etc. In this paper, a more simple strategy of PSO algorithm called θ-PSO is proposed. In θ-PSO, an increment of phase angle vector replaces the increment of velocity vector and the positions are decided by the mapping of phase angles. Benchmark testing of nonlinear func- tions is described and the results show that the performance of θ-PSO is much more effective than that of the standard PSO.展开更多
文摘基于单纯形搜索法和免疫进化微粒群算法,提出1个求解无约束最优化问题的新的混合算法—单纯形搜索法和免疫进化微粒群算法的混合算法.由于它不需要梯度信息,所以具有易实施、收敛速度快和计算准确的优点.为了证明混合算法能够改进免疫进化微粒群算法的性能,首先利用6个测试函数进行仿真计算比较,计算结果表明,新的混合算法在求解质量和收敛速率上都优于其它进化算法(IEPSO,PSOPC,GSPSO,LSPSO and CPSO);其次,将新混合算法和最新的3种混合算法进行鲁棒性分析比较,结果表明,新混合算法在解的搜索质量、效率和关于初始点的鲁棒性方面都优于其它算法.
基金the National Natural Science Foundation of China (Nos. 60625302 and 60704028)the Program for ChangjiangScholars and Innovative Research Team in University (No. IRT0721)+2 种基金the 111 Project (No. B08021)the Major State Basic Research De-velopment Program of Shanghai (No. 07JC14016)ShanghaiLeading Academic Discipline Project (No. B504) of China
文摘Particle swarm optimization (PSO) is an efficient, robust and simple optimization algorithm. Most studies are mainly concentrated on better understanding of the standard PSO control parameters, such as acceleration coefficients, etc. In this paper, a more simple strategy of PSO algorithm called θ-PSO is proposed. In θ-PSO, an increment of phase angle vector replaces the increment of velocity vector and the positions are decided by the mapping of phase angles. Benchmark testing of nonlinear func- tions is described and the results show that the performance of θ-PSO is much more effective than that of the standard PSO.
