面向数字信息高效存储的扩展装箱问题求解算法

Svetlana Daichman, B. Efros
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引用次数: 0

摘要

在本研究中,我们对扩展装箱问题的可能解进行了比较分析,该问题属于数字信息组织和存储的np完全优化问题。目标是在满足资源容量的情况下,从N个不同类别中找到N个元素在资源单元数量中的分散度。此外,这类元素在不同资源单位之间的分散程度必须是最小的。从字面上和数学上对问题进行了定义,并用贪心分支和界法给出了问题的求解方法。讨论了不同求解方法的优缺点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Algorithms for Solving Extended Bin Packing Problem for Efficient Storage of Digital Information
In this research we performed comparative analysis of possible solutions for the extended Bin Packing problem, belonging to the group of NP-Complete optimization problems for organization and storage of digital information. The objective was finding a dispersion of N elements from n different classes among the number of resource units while meeting resource capacity. In addition, dispersion elements of this class between different resource units must be minimal. The problem has been defined literally and in mathematical terms and the approach for solution was shown by Greedy Branch and Bound. The advantages and shortcomings of different solution methods are discussed.
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