Espen Sande

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Visiting address Moltke Moes vei 35 Niels Henrik Abels hus 0851 OSLO
Postal address Postboks 1053 Blindern 0316 OSLO
Other affiliations Faculty of Mathematics and Natural Sciences (Student)

Published papers

  • M. S. Floater and E. Sande, Optimal spline spaces for L2 n-width problems with boundary conditions, Constr. Approx. (2018). [arxiv] [journal]
  • M. S. Floater and E. Sande, Optimal spline spaces of higher degree for L2 n-widths, J. Approx. Theory 216 (2017), 1-15. [pdf] [journal]

 

Preprints

  • S. H. Christiansen, K. Hu and E. Sande, Poincaré Path Integrals for Elasticity. [arxiv]
  • A Bressan and E. Sande, Approximation in FEM, DG and IGA: A Theoretical Comparison. [arxiv]
  • A. M. Ruf, E. Sande and S. Solem, The optimal convergence rate of monotone schemes for conservation laws in the Wasserstein distance. [arxiv]

 

Teaching

 


Tags: Mathematics, Partial Differential Equations, Computational Mathematics, approximation theory, numerical analysis

Publications

  • Floater, Michael S. & Sande, Espen (2018). Optimal spline spaces for L2 n-width problems with boundary conditions. Constructive approximation.  ISSN 0176-4276. . doi: 10.1007/s00365-018-9427-5
  • Floater, Michael S. & Sande, Espen (2017). Optimal spline spaces of higher degree for L2 n-widths. Journal of Approximation Theory.  ISSN 0021-9045.  216, s 1- 15 . doi: 10.1016/j.jat.2016.12.002 Full text in Research Archive. Show summary

View all works in Cristin

  • Floater, Michael S. & Sande, Espen (2017). Optimal spline spaces for L2 n-widths. Show summary
  • Sande, Espen & Floater, Michael S. (2017). Optimal spline spaces of higher degree for L2 n-widths.
  • Sande, Espen & Floater, Michael S. (2017). Optimal spline spaces of higher degree for L2 n-widths.
  • Floater, Michael S. & Sande, Espen (2016). Optimal spline spaces for L2 n-widths.
  • Floater, Michael S. & Sande, Espen (2016). Optimal spline spaces of higher degree for L2 n-widths.

View all works in Cristin

Published Aug. 7, 2015 9:08 AM - Last modified Aug. 17, 2018 3:20 PM