[HTML][HTML] Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of computational and applied mathematics, 2001 - Elsevier
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H1 norm are proved. The constant in the estimate depends …
error estimates in the H1 norm are proved. The constant in the estimate depends …
[引用][C] Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of computational and applied mathematics, 2001 - dialnet.unirioja.es
Lagrange and average interpolation over 3D anisotropic elements - Dialnet Ayuda ¿En qué
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[引用][C] Lagrange and average interpolation over 3D anisotropic elements
G ACOSTA - Journal of computational and applied …, 2001 - pascal-francis.inist.fr
Lagrange and average interpolation over 3D anisotropic elements CNRS Inist Pascal-Francis
CNRS Pascal and Francis Bibliographic Databases Simple search Advanced search Search by …
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[PDF][PDF] Lagrange and average interpolation over 3D anisotropic elements.
G Acosta - 2003 - researchgate.net
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H1 norm are proved. The constant in the estimate depends" …
error estimates in the H1 norm are proved. The constant in the estimate depends" …
Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied Mathematics, 2001 - elibrary.ru
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …
Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied Mathematics, 2001 - infona.pl
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …
Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied …, 2001 - bibliotecadigital.exactas.uba.ar
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H1 norm are proved. The constant in the estimate depends" …
error estimates in the H1 norm are proved. The constant in the estimate depends" …
Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied …, 2001 - ui.adsabs.harvard.edu
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H1 norm are proved. The constant in the estimate depends" …
error estimates in the H1 norm are proved. The constant in the estimate depends" …
[引用][C] Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied Mathematics, 2001 - dl.acm.org
Lagrange and average interpolation over 3D anisotropic elements | Journal of
Computational and Applied Mathematics skip to main content ACM Digital Library home …
Computational and Applied Mathematics skip to main content ACM Digital Library home …
Lagrange and average interpolation over 3D anisotropic elements
G Acosta - Journal of Computational and Applied Mathematics, 2001 - infona.pl
An average interpolation is introduced for 3-rectangles and tetrahedra, and optimal order
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …
error estimates in the H 1 norm are proved. The constant in the estimate depends''weakly'' …