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High Performance Peer-to-Peer Distributed Computing with Application to Constrained Two-Dimensional Guillotine Cutting Problem

机译:高性能对等分布计算,应用于约束二维断头台切割问题

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This paper proposes a parallel peer-to-peer cooperative algorithm for approximately solving the constrained fixed-orientation two-staged two-dimensional cutting problem. The resolution process is based in three mechanisms: a beam-search search strategy, a strip generation filling procedure, and a upper bound applied for refining the selected paths. The algorithm explores, in parallel, a subset of elite nodes where each processor develops its own path according to its internal lists. the algorithms adapts to the number of processors available on the peer-to-peer platform by backuping the plateform the partial solutions. The computational investigation on the P2Pdc environment shows the good efficiency of the proposed algorithm.
机译:本文提出了一种平行的对等协作算法,用于近似求解约束定向的二阶二维切割问题。分辨率的过程基于三种机制:光束搜索搜索策略,带材生成填充过程和应用于精制所选择的路径的上界。该算法并行探讨Elite节点的子集,其中每个处理器根据其内部列表开发自己的路径。该算法通过备份部分解决方案来适应点对点平台上可用的处理器数量。对P2PDC环境的计算调查显示了所提出的算法的良好效率。

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