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Optimal Segmentation of Polygon Edges

机译:多边形边缘的最佳分割

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摘要

In optical proximity correction, edges of polygons are segmented, and segments are independently moved to meet line-width or edge placement goals. The purpose of segmenting edges is to increase the degrees of freedom in proximity correction. Segmentation is usually performed according to predetermined, geometrical rules. Heuristic, model-based segmentation algorithms have been presented in the literature. We show that there is an optimal and unique way of segmenting polygon edges.
机译:在光学邻近校正中,对多边形的边缘进行分段,然后独立移动分段以满足线宽或边缘放置目标。分割边缘的目的是增加接近度校正的自由度。分割通常是根据预定的几何规则执行的。文献中已经提出了基于模型的启发式分割算法。我们显示了一种分割多边形边缘的最佳且独特的方法。

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