二维矩形填充问题启发式选择的数据挖掘

A. N. Júnior
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引用次数: 0

摘要

矩形二维条形布局问题是在固定宽度和无限长度范围内定位一组小矩形,同时最小化定位所有矩形所需的长度。该项目的总体目标是拟合能够根据矩形二维条形包装问题的每个实例的特征准确选择最佳改进启发式选项的算法分类模型。研究方法是基于使用监督数据挖掘技术来调整算法分类模型。重点是选择最有可能找到问题的高质量解决方案的启发式方法,只使用所使用实例的特征作为信息。在进行研究之后,可以观察到具有多项式核的监督数据挖掘技术支持向量机在寻找问题上下文的最佳改进启发式选项方面是最有效的。尽管如此,有人指出,实例的特征能够发送重要的信息来解决问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A MINERAÇÃO DE DADOS PARA SELEÇÃO DE HEURÍSTICAS NO PROBLEMA DE EMPACOTAMENTO BIDIMENSIONAL RETANGULAR
The rectangular two-dimensional strip packing problem is to position a set of small rectangles within a fixed width and virtually infinite length range, while minimizing the length required to position all rectangles. The overall objective of this project is to fit algorithm classification models capable of accurately selecting the best improvement heuristic option according to the characteristics of each instance of the rectangular twodimensional strip packing problem. The research methodology is based on the use of supervised data mining techniques for the adjustment of algorithm classification models. The focus is on the selection of heuristics that have the greatest potential to find quality solutions to the problem, using only as information the characteristics of the instances used. After conducting the research, it was possible to observe that the supervised data mining techniques support vector machine with polynomial kernel is the most efficient in the search for the best improvement heuristic option for the problem context. Still, it was noted that the characteristics of the instances are able to send important information to solve the problem.
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