
doi: 10.1109/3dv.2016.57
handle: 10281/350548 , 11562/963673 , 11573/1228910
We propose Anisotropic Windowed Fourier Transform (AWFT), a framework for localized space-frequency analysis of deformable 3D shapes. With AWFT, we are able to extract meaningful intrinsic localized orientation-sensitive structures on surfaces, and use them in applications such as shape segmentation, salient point detection, feature point description, and matching. Our method outperforms previous approaches in the considered applications.
Manifolds, Laplace equations, Shape, Eigenvalues and eigenfunctions, Fourier transforms, Standards, Signal processing, 3D shape; Shape analysis; Windowed Fourier Transform
Manifolds, Laplace equations, Shape, Eigenvalues and eigenfunctions, Fourier transforms, Standards, Signal processing, 3D shape; Shape analysis; Windowed Fourier Transform
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