Quantum Evolutionary Algorithm based on Particle Swarm theory in multiobjective problems

Md. Kowsar Hossain, Md. Amjad Hossain, M. Hashem, Md. Mohsin Ali
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引用次数: 5

Abstract

Quantum Evolutionary Algorithm (QEA) is an optimization algorithm based on the concept of quantum computing and Particle Swarm Optimization (PSO) algorithm is a population based intelligent search technique. Both these techniques have good performance to solve optimization problems. PSEQEA combines the PSO with QEA to improve the performance of QEA and it can solve single objective optimization problem efficiently and effectively. In this paper, PSEQEA is studied to solve multi-objective Optimization (MO) problems. Some well-known non-trivial functions are used to observe the performance of PSEQEA to detect the Pareto optimal points and the shape of the Pareto front using both Fixed Weighted Aggregation method and Adaptive Weighted Aggregation method. Moreover, Vector Evaluated PSEQEA (VEPSEQEA) borrows concept from Schaffer's Vector Evaluated Genetic Algorithm (VEGA) that can also cope with MO problems. Simulation results show that PSEQEA and VEPSEQEA perform better than PSO and VEPSO to discover the Pareto frontier.
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多目标问题中基于粒子群理论的量子进化算法
量子进化算法(QEA)是一种基于量子计算概念的优化算法,粒子群优化算法(PSO)是一种基于种群的智能搜索技术。这两种技术在解决优化问题上都有很好的性能。PSEQEA将粒子群算法与QEA算法相结合,提高了QEA算法的性能,能够高效地解决单目标优化问题。本文研究了求解多目标优化问题的PSEQEA算法。利用一些著名的非平凡函数,分别采用固定加权聚集法和自适应加权聚集法,观察了PSEQEA算法检测Pareto最优点和Pareto前沿形状的性能。此外,Vector evaluedpseqea (VEPSEQEA)借鉴了Schaffer's Vector evaluedgenetic Algorithm (VEGA)的概念,同样可以处理MO问题。仿真结果表明,与PSO和VEPSO相比,PSEQEA和VEPSEQEA在发现Pareto边界方面具有更好的性能。
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