Nesting System with Quantization and Knowledge Base Applied

L. Koszalka, G. Chmaj
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Abstract

Nesting algorithms deal with placing two- dimensional shapes on the given canvas. In this paper a binary way of solving the nesting problem is proposed. Geometric shapes are quantized into binary form, which is used to operate on them. After finishing nesting they are converted back into original geometrical form. Investigations showed, that there is a big influence of quantization accuracy for the nesting effect. However, greater accuracy results with longer time of computation. The proposed knowledge base system is able to strongly reduce the computational time.
应用量化和知识库的嵌套系统
嵌套算法处理在给定画布上放置二维形状的问题。本文提出了一种求解嵌套问题的二元方法。几何形状被量化为二进制形式,用于对其进行操作。在完成嵌套后,它们被转换回原始的几何形状。研究表明,量化精度对嵌套效果有很大的影响。但是,计算时间越长,精度越高。所提出的知识库系统能够大大减少计算时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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