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A scale-space technique for polygonal approximation of planar curves

机译:平面曲线多边形逼近的比例空间技术

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A novel technique is proposed for polygonal approximation of planar curves under a given maximum of approximation error and with a given initial vertex. Different to the existing techniques in this field, which usually accept a fixed error, the proposed technique uses a flexible acceptable error to obtain the approximate polygon. This idea is based on a scale-space concept in computer vision. It can not only ensure the error between the original and approximated curves is no lager than the maximal acceptable error, but also make the description of the detail information of the curve more precise without significant loss. Experiments are conducted to compare the new technique with the existing error-fixed techniques.
机译:提出了一种新技术,用于在给定的近似误差最大值和给定的初始顶点下,对平面曲线进行多边形逼近。与该领域中通常接受固定误差的现有技术不同,所提出的技术使用灵活的可接受误差来获得近似多边形。这个想法基于计算机视觉中的比例空间概念。它不仅可以确保原始曲线和近似曲线之间的误差不大于最大可接受误差,而且可以使曲线详细信息的描述更加精确而不会造成重大损失。进行实验以将新技术与现有的错误修复技术进行比较。

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