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Efficient re-sampling of discrete curves

机译:离散曲线的高效重采样

摘要

System and method for re-sampling discrete curves, thereby efficiently characterizing point sets or curves in a space. The method may also provide improved means for mapping point sets or curves to new point sets or curves for curve matching. A weight vector or function is determined based on a plurality of discrete curves, e.g., from one or more template data sets or images. The weight function enhances differences between weighted discrete curves. A set of orthonormal polynomials is determined based on the computed weight function, where the set of orthonormal polynomials comprises a set of orthogonal eigenfunctions of a Sturm-Liouville differential equation. Values for a plurality of zeros for one of the set of orthonormal polynomials is determined that comprise resampling points for the plurality of discrete curves. Each of the plurality of discrete curves is resampled based on the determined values of the plurality of zeros.
机译:用于对离散曲线进行重新采样的系统和方法,从而有效地表征空间中的点集或曲线。该方法还可以提供用于将点集或曲线映射到新点集或曲线以进行曲线匹配的改进手段。基于例如从一个或多个模板数据集或图像的多个离散曲线确定权重向量或函数。权函数增加了加权离散曲线之间的差异。基于计算的权重函数确定一组正交多项式,其中该组正交多项式包括Sturm-Liouville微分方程的一组正交本征函数。确定一组正交多项式之一的多个零的值,该值包括多个离散曲线的重采样点。基于确定的多个零的值,对多个离散曲线中的每一个进行重新采样。

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