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PERM for solving circle packing problem

机译:PERM解决圆包装问题

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In this paper, we develop a new algorithm that incorporates the improved PERM into an already existing simple deterministic heuristic, the principle of maximum cave degree for corner-occupying actions, to solve the problem of packing equal or unequal circles into a larger circle container. We compare the performance of our algorithm on several problem instances taken from the literature with previous algorithms. The computational results show that the proposed approach produces high-quality solutions within reasonable computational times. Although our algorithm is less efficient than Zhang's for several large-scale equal-size instances, it is noteworthy that for several unequal circle instances we found new lower bounds missed in previous papers.
机译:在本文中,我们开发了一种新算法,该算法将改进的PERM合并到已经存在的简单确定性启发式算法中,即占角动作最大凹度的原理,以解决将相等或不相等的圆填充到较大的圆容器中的问题。我们将我们的算法在从文献中获取的几个问题实例的性能与以前的算法进行比较。计算结果表明,该方法能在合理的计算时间内产生高质量的解。尽管对于几个大型等尺寸实例,我们的算法效率不如Zhang的算法,但值得注意的是,对于几个不相等的圆实例,我们发现先前论文中缺少新的下界。

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