A Hybrid Particle Swarm Optimization with Crossover and Mutation of Genetic Algorithm for Solving the Wide Constraint Problem

Herlawati, Y. Heryadi, Lukas
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Abstract

When optimizing the spatial data, a lot of constraints should be handled. Some constraints might be too wide for a metaheuristic algorithm, e.g. particle swarm optimization, to allocate the candidate locations outside a wide constraint. However, particle swarm optimization notably has fast computation characteristic and many researchers used this method for optimizing their spatial data. In the other hand, genetic algorithm has not only better exploitation-characteristic performance in searching but also has mutation and crossover that was proven in this study can be overcome the wide constraint problem. To minimize the drawback of genetic algorithm, i.e. need many computation resources, the hybrid particle swarm optimization with genetic algorithm through the use of crossover and mutation was used. Half of lower fitness values from particle swarm optimization were optimized using crossover and mutation in genetic algorithm. After merging the results of both methods, the optimum location showed that the proposed method was able to allocate the land use in a case study area outside the wide constraint.
求解宽约束问题的混合粒子群交叉与变异遗传算法
在优化空间数据时,需要处理大量的约束条件。对于元启发式算法(例如粒子群优化)来说,有些约束可能太宽,无法在宽约束之外分配候选位置。然而,粒子群算法具有显著的计算速度快的特点,许多研究者使用该方法对空间数据进行优化。另一方面,遗传算法不仅具有较好的利用特征搜索性能,而且还具有突变和交叉,证明了该算法可以克服广约束问题。为了最大限度地减少遗传算法需要大量计算资源的缺点,采用了利用交叉和变异的混合粒子群算法与遗传算法进行优化。利用遗传算法中的交叉和突变对粒子群优化中较低适应度值的一半进行优化。将两种方法的结果合并后,得到的最优位置表明,该方法能够在不受宽约束的情况下对案例研究区域进行土地利用分配。
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