The curvature scale-space image of a planar curve is computed by convolving a path-based parametric representation of the curve with a Gaussian function of variance sigma /sup 2/, extracting the zeros of curvature of the convolved curves and combining them in a scale space representation of the curve. For any given curve Gamma , the process of generating the ordered sequence of curves ( Gamma /sub sigma / mod sigma 展开▼
机译：通过将曲线的基于路径的参数表示与方差sigma / sup 2 /的高斯函数进行卷积，提取卷积曲线的曲率零并将它们组合成比例，可以计算出平面曲线的曲率尺度-空间图像曲线的空间表示。对于任何给定的曲线Gamma来说，生成曲线的有序序列（Gamma / sub sigma / mod sigma 展开▼
