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Viser treff 1-12 av 12

2021
1 Floater, Michael S.; Manni, Carla; Sande, Espen; Speleers, Hendrik.
Best low-rank approximations and Kolmogorov n-widths. SIAM Journal on Matrix Analysis and Applications 2021 ;Volum 42.(1) s. 330-350
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2019
2 Christiansen, Snorre H; Hu, Kaibo; Sande, Espen.
Poincare path integrals for elasticity. Journal des Mathématiques Pures et Appliquées 2019
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3 Floater, Michael S.; Sande, Espen.
On periodic L2 n-widths. Journal of Computational and Applied Mathematics 2019 ;Volum 349. s. 403-409
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4 Floater, Michael S.; Sande, Espen.
Optimal spline spaces for L2 n-width problems with boundary conditions. Constructive approximation 2019 ;Volum 50.(1) s. 1-18
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5 Ruf, Adrian Montgomery; Sande, Espen; Solem, Susanne.
The Optimal Convergence Rate of Monotone Schemes for Conservation Laws in the Wasserstein Distance. Journal of Scientific Computing 2019 ;Volum 80.(3) s. 1764-1776
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6 Sande, Espen; Manni, Carla; Speleers, Hendrik.
Sharp error estimates for spline approximation: Explicit constants, n -widths, and eigenfunction convergence. Mathematical Models and Methods in Applied Sciences 2019 ;Volum 29.(6) s. 1175-1205
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2017
7 Floater, Michael S.; Sande, Espen.
Optimal spline spaces for L2 n-widths. SMART (Subdivision, Geometric and Algebraic Methods, Isogeometric Analysis and Refinability) 2017; 2017-09-17 - 2017-09-21
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8 Floater, Michael S.; Sande, Espen.
Optimal spline spaces of higher degree for L2 n-widths. Journal of Approximation Theory 2017 ;Volum 216. s. 1-15
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9 Sande, Espen; Floater, Michael S..
Optimal spline spaces of higher degree for L2 n-widths. IM-Workshop Bernried 2017; 2017-02-27 - 2017-03-03
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10 Sande, Espen; Floater, Michael S..
Optimal spline spaces of higher degree for L2 n-widths. International Conference on Isogeometric Analysis, IGA 2017; 2017-09-11 - 2017-09-13
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2016
11 Floater, Michael S.; Sande, Espen.
Optimal spline spaces for L2 n-widths. Fourteenth International Conference Zaragoza-Pau on Mathematics and its Applications; 2016-09-12 - 2016-09-15
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12 Floater, Michael S.; Sande, Espen.
Optimal spline spaces of higher degree for L2 n-widths. Structure and scaling in computational field theories; 2016-10-26 - 2016-10-28
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