Výsledky vyhledávání - "Recursive polynomial interpolation algorithm"

Recursive polynomial interpolation algorithm (RPIA) Autor Messaoudi, Abderrahim, Sadok, Hassane

“… the solution of this problem, the recursive polynomial interpolation algorithm (RPIA). Some properties of this algorithm will be studied and some examples will also…”
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RHBPIA: a new algorithm for computing Hermite-Birkhoff interpolation polynomials Autor Rhouni, Omar, Errachid, Mohammed, Esghir, Mustapha

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GRPIA: a new algorithm for computing interpolation polynomials Autor Messaoudi, Abderrahim, Errachid, Mohammed, Jbilou, Khalide, Sadok, Hassane

“… Recently, Messaoudi et al. ( 2017 ) presented a new algorithm for computing the Hermite interpolation polynomial called the Matrix Recursive Polynomial Interpolation Algorithm (MRPIA…”
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RMVPIA: a new algorithm for computing the Lagrange multivariate polynomial interpolation Autor Errachid, M., Essanhaji, A., Messaoudi, A.

“…The problems of univariate polynomial interpolation of Lagrange or Hermite have been treated by several recent researches (Gasca and Lopez-Carmona J. Approx…”
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New algorithm for computing the Hermite interpolation polynomial Autor Messaoudi, A., Sadaka, R., Sadok, H.

“… We will reformulate the Hermite interpolation polynomial problem and give a new algorithm for giving the solution of this problem, the Matrix Recursive Polynomial Interpolation Algorithm (MRPIA…”
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SDA-SNE: Spatial Discontinuity-Aware Surface Normal Estimation via Multi-Directional Dynamic Programming Autor Ming, Nan, Feng, Yi, Fan, Rui

“… The depth gradients can then be refined iteratively using a novel recursive polynomial interpolation algorithm, which helps yield more reasonable surface normals…”
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RMPIA: a new algorithm for computing the Lagrange matrix interpolation polynomials Autor Messaoudi, Abderrahim, Sadok, Hassane

“…Let σ 0 , σ 1 ,⋯, σ n be a set of n + 1 distinct real numbers (i.e., σ i ≠ σ j , for i ≠ j ) and F 0 , F 1 ,⋯ , F n , be given real s × r matrices, we know…”
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SDA-SNE: Spatial Discontinuity-Aware Surface Normal Estimation via Multi-Directional Dynamic Programming Autor Ming, Nan, Feng, Yi, Fan, Rui

“… The depth gradients can then be refined iteratively using a novel recursive polynomial interpolation algorithm, which helps yield more reasonable surface normals…”
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