A New PSO Scheduling Simulation Algorithm Based on an Intelligent Compensation Particle Position Rounding off

Wenbin Hu, Jia-xing Song, Wen-jie Li
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引用次数: 5

Abstract

The PSO algorithm belongs to the consecutive space optimizing family, whereas, a scheduling problem is a typical discrete space, non-numeral optimizing problem. What kind of particle representing method should be used to map the solution of a scheduling problem; how to map between consecutive space where the PSO falls and discrete space where the solution of a scheduling problem falls; how to design and improve the PSO algorithm; how to adjust the PSO algorithm's parameters to make it work for a scheduling problem; how on earth the PSO algorithm will behave on the scheduling problems, still need to be investigated. Therefore in this paper, in accordance with the characteristics of the scheduling problems, we put forward an appropriate scheme to generate the schedule sequence indirectly by decoding the particles, and we also proposed a new particle representing method called intelligent compensation particle position rounding off (ICPPR). Each particle corresponds to an agent, and the population of particles forms a particle coalition, so a multi-agent coalition forms meanwhile. Therefore, the intelligent compensation rounding-off operations for each particle in the coalition is actually a negotiation between multi-agent coalitions. Finally, the PSO algorithm based on the ICPPR particle representing method had been used for a river scheduling problem, the calculation results showed that multi-agent particle swarm algorithm based on the ICPPR has the obvious advantages in the algorithm calculation cost and stability.
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基于智能补偿粒子位置舍入的粒子群调度仿真新算法
粒子群算法属于连续空间优化族,而调度问题是典型的离散空间非数值优化问题。采用何种粒子表示方法来映射调度问题的解;如何映射PSO所在的连续空间和调度问题解所在的离散空间;如何设计和改进粒子群算法;如何调整粒子群算法的参数,使其适用于调度问题;粒子群算法在调度问题上究竟表现如何,还有待进一步研究。因此,本文根据调度问题的特点,提出了一种通过解码粒子间接生成调度序列的方案,并提出了一种新的粒子表示方法——智能补偿粒子位置舍入(ICPPR)。每个粒子对应一个agent,粒子群形成一个粒子联盟,从而形成一个多agent联盟。因此,联盟中每个粒子的智能补偿舍入运算实际上是多智能体联盟之间的协商。最后,将基于ICPPR粒子表示方法的粒子群算法应用于河流调度问题,计算结果表明,基于ICPPR的多智能体粒子群算法在算法计算成本和稳定性方面具有明显优势。
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