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Solving the bi-dimensional two-way number partitioning problem with heuristic algorithms

机译:解决启发式算法的双维双向数字分区问题

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The two-way number partitioning problem is to divide set of numbers into two subsets. As a result of the dividing process the sums of numbers in subsets must be as nearly equal as possible. The two-way number partitioning problem problem is NP-complete. The bi-dimensional two-way number partitioning problem is a kind of number partitioning problem. The sets have only two coordinates and the aim is minimized the differences of the sum of the numbers for both coordinates. This work presents two heuristic algorithm for solving bi-dimensional two-way number partitioning problem. Fist algorithm is best known and most used greedy algorithm. The other one is a novel genetic algorithm approach. These algorithms are analyzed, implemented and tested on randomly different 20 datasets.
机译:双向编号分区问题是将数量分为两个子集。 由于划分过程,子集中的数量的总和必须尽可能几乎相等。 双向编号分区问题问题是NP-Cleante。 双维双向数字分区问题是一种数字分区问题。 该组只有两个坐标,目的是最小化两个坐标的数字总和的差异。 这项工作介绍了一种解决双维双向数字分区问题的启发式算法。 拳头算法是最着名的,最使用最贪婪的算法。 另一个是一种新颖的遗传算法方法。 在随机不同的20个数据集上分析,实现和测试这些算法。

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