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Algebra / Digital signal processing / Integral transforms / Symmetry / Fourier analysis / Fourier transform / Permutation / Parity of a permutation / Matrix / Mathematics / Mathematical analysis / Joseph Fourier


CCCG 2011, Toronto ON, August 10–12, 2011 A Fourier-Theoretic Approach for Inferring Symmetries Xiaoye Jiang∗ Jian Sun†
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Document Date: 2011-08-06 04:11:12

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Sn / SIAM Journal / G. Basically / G. Related / X. / G. It / /

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Facility

Stanford University / Tsinghua University / Institute of Mathematical Statistics / consis∗ Institute of Computational / /

IndustryTerm

symmetry / marginal probability search / polynomial time algorithms / pre-processing step / greedy heuristic algorithm / geometry processing community / search elements / marginal-based search / kronecker product / brute force search / permutation groups / search strategy / symmetric / automorphism / priority-driven search / permutation / marginal-based search algorithm / iterative search algorithm / /

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G. Basically / /

Organization

London Mathematical Society / Tsinghua University / National Science Foundation / Department of Computer Science / Institute of Mathematical Statistics / Stanford University / Mathematical Sciences Center / consis∗ Institute of Computational and Mathematical Engineering / /

Person

X. Leonidas Guibas / Leonidas Guibas / Xiaoye Jiang / /

Product

Fouriertheoretic / Fourier / dihedral / /

PublishedMedium

American Journal of Mathematics / ACM Transactions on Graphics / /

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Stanford University / /

Technology

RAM / Morgan algorithm / iterative search algorithm / Machine Learning / known polynomial time algorithms / marginal-based search algorithm / greedy heuristic algorithm / 3G / /

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