Pages that link to "Item:Q1093111"
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The following pages link to The method of integral relations for an estimation of an approximation error in some Sobolev spaces by interpolating spline-functions (Q1093111):
Displaying 8 items.
- Construction of \(D^m\)-splines in \(L_2^{(m)}(0, 1)\) space by Sobolev method (Q278397) (← links)
- Estimations de l'erreur d'approximation par splines d'interpolation et d'adjustement d'ordre (m,s). (Approximation error estimates for interpolating and smoothing (m,s)-splines) (Q750788) (← links)
- Error estimation in the interpolation problem (Q863665) (← links)
- Approximation in Sobolev spaces by piecewise affine interpolation (Q2252052) (← links)
- Error estimates for vectorial interpolating div-rot splines under tension (Q2464267) (← links)
- Siberian conference ``Methods of the theory of splines'', Novosibirsk, Russia, January 29--February 2, 2001. Dedicated to Yu. S. Zav'yalov (1931--1998) on the occasion to his 70th birthday. Abstracts of talks (Q2703523) (← links)
- Sur l'erreur d'interpolation par fonctions splines (Q3712735) (← links)
- (Q3782188) (← links)
