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  1. Computational Mathematics and Mathematical Physics
  2. Computational Mathematics and Mathematical Physics : Volume 48
  3. Computational Mathematics and Mathematical Physics : Volume 48, Issue 2, February 2008
  4. On a theorem in spline theory
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Computational Mathematics and Mathematical Physics : Volume 57
Computational Mathematics and Mathematical Physics : Volume 56
Computational Mathematics and Mathematical Physics : Volume 55
Computational Mathematics and Mathematical Physics : Volume 54
Computational Mathematics and Mathematical Physics : Volume 53
Computational Mathematics and Mathematical Physics : Volume 52
Computational Mathematics and Mathematical Physics : Volume 51
Computational Mathematics and Mathematical Physics : Volume 50
Computational Mathematics and Mathematical Physics : Volume 49
Computational Mathematics and Mathematical Physics : Volume 48
Computational Mathematics and Mathematical Physics : Volume 48, Issue 12, December 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 11, November 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 10, October 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 9, September 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 8, August 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 7, July 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 6, June 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 5, May 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 4, April 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 3, March 2008
Computational Mathematics and Mathematical Physics : Volume 48, Issue 2, February 2008
On the 75th birthday of Professor Evgenii Aleksandrovich Grebenikov
Computation of the commutator of 2 × 2 matrices via five multiplications
On a theorem in spline theory
Construction of lattice rules with a trigonometric d-property on the basis of extreme lattices
Minimizing sequences in optimal control with approximately given input data and the regularizing properties of the Pontryagin maximum principle
Numerical solution of bilinear programming problems
The method of feasible directions for mathematical programming problems with preconvex constraints
Application of wavelet transforms to the solution of boundary value problems for linear parabolic equations
Calculation of an unsteady moving-boundary flow in a porous medium by the generalized method of integral relations
Initial-boundary value problem and integrodifferential equations of electrodynamics for an inhomogeneous conductive body
Optimal control problem for steady-state equations of acoustic wave diffraction
Software package for 3D viscous gas flow simulation on multiprocessor computer systems
Heat transfer in a gas mixture between parallel plates
Algorithms for finding logical regularities in pattern recognition
In memory of academician Valentin Vital’Evich Rumyantsev (1921–2007)
“Necessary extremum conditions in the optimal control problem with state constraints”
Computational Mathematics and Mathematical Physics : Volume 48, Issue 1, January 2008
Computational Mathematics and Mathematical Physics : Volume 47
Computational Mathematics and Mathematical Physics : Volume 46

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On a theorem in spline theory

Content Provider Springer Nature Link
Author Kupriyava, Yu. V.
Copyright Year 2008
Abstract A Hermite spline of third degree is constructed on a three-dimensional simplex. The deviation of its directional derivatives up to the third order is estimated in angle-free terms. The resulting estimates hold for any tetrahedron irrespective of its geometry.
Starting Page 195
Ending Page 200
Page Count 6
File Format PDF
ISSN 09655425
Journal Computational Mathematics and Mathematical Physics
Volume Number 48
Issue Number 2
e-ISSN 15556662
Language English
Publisher SP MAIK Nauka/Interperiodica
Publisher Date 2011-02-05
Publisher Place Dordrecht
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Hermite spline cubic element tetrahedral Hermite polynomials finite elements Computational Mathematics and Numerical Analysis
Content Type Text
Resource Type Article
Subject Computational Mathematics
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