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Handwritten curve approximation by a B#x00E9;zier curve with featured points

机译:贝塞尔曲线与特征点的手写曲线近似

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Approximating a hand-written curve by a Bézier curve can be performed by two main processes: (1) the selection of the significant points on the curve and (2) the curve approximation. This paper focuses on finding a set of featured points, which is an important component for curve fitting into a Bézier curve. This new approach is an extension of the authors' previous work by reducing the weakness of point sampling. In performance evaluation, a new point-sampling algorithm is used to compare with the previous methods which are the results from the approximation of handwritten curves by Chebyshev polynomials.
机译:用贝塞尔曲线对手写曲线进行逼近可以通过两个主要过程执行:(1)选择曲线上的有效点;(2)曲线逼近。本文着重于找到一组特征点,这是将曲线拟合到贝塞尔曲线的重要组成部分。通过减少点采样的缺点,这种新方法是作者先前工作的扩展。在性能评估中,使用了一种新的点采样算法来与以前的方法进行比较,这些方法是切比雪夫多项式逼近手写曲线的结果。

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