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基于格局变换策略的不等圆Packing问题求解算法*
引用本文:黄文奇,付樟华,许如初.基于格局变换策略的不等圆Packing问题求解算法*[J].计算机应用研究,2011,28(11):4032-4033.
作者姓名:黄文奇  付樟华  许如初
作者单位:华中科技大学计算机科学与技术学院,武汉,430074
基金项目:国家自然科学基金资助项目(60773194,61070235)
摘    要:采用基于格局变换策略的算法ACP-Solver求解不等圆Packing问题。ACP-Solver由连续优化方法、格局变换算子和接收准则组成。连续优化方法可从任一初始格局收敛至对应的局部最优格局。格局变换算子将当前格局变换为新格局。接收准则决定是否接收变换所得格局。基于24个国际公开算例的计算实验表明,ACP-Solver能在可接受的计算时间内改进或持平绝大多数算例的当前最优记录。实验结果表明了ACP-Solver的高效性能。

关 键 词:装填问题    启发式算法    连续优化    组合优化    变换算子    接收准则

Perturbation-based approach for solving arbitrary sized circle Packing problem
HUANG Wen-qi,FU Zhang-hu,XU Ru-chu.Perturbation-based approach for solving arbitrary sized circle Packing problem[J].Application Research of Computers,2011,28(11):4032-4033.
Authors:HUANG Wen-qi  FU Zhang-hu  XU Ru-chu
Affiliation:(School of Computer Science & Technology, Huazhong University of Science & Technology, Wuhan 430074, China)
Abstract:This paper proposed a perturbation-based approach named ACP-Solver which consisted of a continuous optimization method, several perturbation operators and an acceptance criterion for solving ACP. Used the continuous optimization method to obtain a local optimal configuration from any initial configuration. Used the perturbation operators to perturb the incumbent configuration to new configurations. The acceptance criterion determined whether or not to accept a perturbed configuration. Computational experiments based on 24 representative instances show that ACP-Solver succeed in improving or matching most of the best known results within reasonable time. The performance of ACP-Solver in comparison with previous approaches demonstrates that ACP-Solver is a competitive algorithm for solving ACP.
Keywords:Packing problem  meta-heuristics  continuous optimization  combinatory optimization  perturbation operator  acceptance criterion
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