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Rapidly computing sparse Legendre expansions via ...
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由 X Hu 著作2017被引用 9 次 — In this paper, we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of ...
Rapidly Computing Sparse Legendre Expansions via ...
arXiv
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由 X Hu 著作2015被引用 9 次 — In this paper we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of fast ...
Rapidly Computing Sparse Legendre Expansions via ...
Michigan State University
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Michigan State University
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由 X HU 著作被引用 9 次 — This method works by (i) implicitly mapping the Legendre coefficients of f to the Fourier coefficients of a related function, fr, which remains easily to sample ...
(PDF) Rapidly Computing Sparse Legendre Expansions via ...
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PDF | In this paper we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of fast.
[PDF] Rapidly computing sparse Legendre expansions via ...
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A new class of fast algorithms capable of approximating a given function f with a near-optimal linear combination of s Legendre polynomials of degree ≤ N ...
Rapidly computing sparse Legendre expansions via sparse ...
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In this paper, we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of fast algorithms ...
Rapidly Computing Sparse Legendre Expansions via ...
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In this paper we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of fast algorithms ...
Rapidly Computing Sparse Legendre Expansions via ...
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Bibliographic details on Rapidly Computing Sparse Legendre Expansions via Sparse Fourier Transforms.
Rapidly computing sparse Legendre expansions via ...
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In this paper, we propose a general strategy for rapidly computing sparse Legendre expansions. The resulting methods yield a new class of fast …
Xianfeng hu
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Rapidly computing sparse Legendre expansions via sparse Fourier transforms. X Hu, M Iwen, H Kim. Numerical Algorithms 74, 1029-1059, 2017. 9, 2017. Stylometry ...