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Hybrid genetic algorithm and simulated annealing for two-dimensional non-guillotine rectangular packing problems

机译:二维非断头矩形堆积问题的混合遗传算法和模拟退火

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In this paper, genetic algorithm (GA) and simulated annealing (SA) with improved bottom left (BL) algorithm were applied to two-dimensional non-guillotine rectangular packing problems. The performance and efficiency of these algorithms on several test problems [Hopper, E., Turton, B.C.H., 2000. An empirical investigation of meta-heuristic and heuristic algorithms for two-dimensional packing problem. European Journal of Operational Research 128 (1), 34-57] were compared. These test problems consist of 17 and 29 individual rectangular pieces to place in main object limited with a size of 200 x 200 units. Both solution approaches were compared, based on the trim losses of the test problems. Also, the influences of the GA parameters (population sizes, mutation rates, crossover techniques) and of the SA parameters (cooling schedules, neighborhood moves, the number of inner loop, different temperature values) on the solution of these problems were examined. For considering all solutions of the test problems, the hybrid GA produces much better results than the hybrid SA.
机译:本文将遗传算法和改进的左下角模拟退火算法应用于二维非断头矩形堆积问题。这些算法在几个测试问题上的性能和效率[Hopper,E.,Turton,B.C.H.,2000.对二维打包问题的元启发式和启发式算法的实证研究。比较了欧洲行动研究杂志128(1),34-57]。这些测试问题由17个和29个单独的矩形块组成,它们放置在尺寸限制为200 x 200个单位的主要对象中。根据测试问题的修整损失,比较了两种解决方案。此外,还检查了GA参数(种群大小,突变率,交叉技术)和SA参数(冷却时间表,邻域移动,内环数,不同温度值)对解决这些问题的影响。考虑到所有测试问题的解决方案,混合GA产生的结果要比混合SA好得多。

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