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NURBS曲线半正交小波分解的Gauss算法

Gauss algorithm for semi-orthogonal wavelet decomposition of NURBS curves
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摘要 在多分辨率曲线和曲面造型中,B样条小波已经得到广泛应用 为了进行小波分解,通常要解一个线性方程组或者求矩阵的逆 如果曲线比较复杂,控制点较多 (例如:数千个以上 ),则矩阵的阶数就会很大,所需的内存将难以容忍,小波分解的速度也会受到很大影响 本文根据B样条小波的综合滤波器的特点。 Cardinal B-spline wavelets have been widely used in multi-resolution modeling for curves and surfaces.Usually,the size of coefficient matrix for the orthogonal decomposition is too large to solve and to allocate enough memory in a computer if the B-spline curve has a huge number of control vertices.Gauss algorithms for the quick decomposition of such a B-spline curve are introduced by using B-spline semi-orthogonal wavelets in the paper.
作者 李军 向中义
出处 《信阳师范学院学报(自然科学版)》 CAS 北大核心 2005年第2期214-216,共3页 Journal of Xinyang Normal University(Natural Science Edition)
关键词 NURBS 半正交小波 算法 NURBS semi-orthogonal wavelets algorithm.
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参考文献8

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