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Fast Computation of 3D Spherical Fourier Harmonic Descriptors- A Complete Orthonormal Basis for a Rotational Invariant Representation of Three-Dimensional Objects

机译：三维球面傅立叶调和描述子的快速计算 - 三维物体旋转不变表示的完全正交基

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Henrik Skibbe; Qing Wang; Olaf Ronneberger; Hans Burkhardt; Marco Reisert;
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年度 2014
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2. Calculating geometric properties of three-dimensional objects from the spherical harmonic representation [J] . Baxansky A, Kiryati N Pattern Recognition: The Journal of the Pattern Recognition Society . 2007,第2期

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3. Toward an efficient triangle-based spherical harmonics representation of 3D objects [J] . M.-H. Mousa, R. Chaine, S. Akkouche, Computer Aided Geometric Design . 2008,第8期

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4. Fast Computation of 3D Spherical Fourier Harmonic Descriptors - A Complete Orthonormal Basis for a Rotational Invariant Representation of Three-Dimensional Objects [C] . Henrik Skibbe, Qing Wang, Olaf Ronneberger, International Conference on Computer Vision . 2010

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5. A Collection of Fast Algorithms for Scalar and Vector-Valued Data on Irregular Domains: Spherical Harmonic Analysis, Divergence-Free/Curl-Free Radial Basis Functions, and Implicit Surface Reconstruction [D] . Drake, Kathryn Primrose. 2020

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6. Image restoration for three-dimensional fluorescence microscopy using an orthonormal basis for efficient representation of depth-variant point-spread functions [O] . Nurmohammed Patwary, Chrysanthe Preza 2015

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8. Spherical-object representation and fast distance computation for robotic applications [R] . Tornero, Josep, Hamlin, Gregory J., Kelley, Robert B. 1990

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Fast Computation of 3D Spherical Fourier Harmonic Descriptors- A Complete Orthonormal Basis for a Rotational Invariant Representation of Three-Dimensional Objects

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