AbstractIn this paper we offer the best possible error estimates for discrete Abel-Gontscharoff interpolation. As an application, these error bounds are used to provide tests for the right disfocality as well as disconjugacy for higher order difference equations
It is the purpose of this paper to discuss some aspects of approximation theory in the context of th...
Abstract: In this paper, we construct a spline method for solving a interpolation problem using piec...
AbstractWe establish several types of a a priori error bounds for multiquadric and related interpola...
AbstractIn this paper we offer the best possible error bounds for Abel–Gontscharoff interpolation on...
AbstractIn this paper we offer the best possible error estimates for discrete Abel-Gontscharoff inte...
AbstractIn this paper we shall discuss the Abel–Gontscharoff interpolation problem in the continuous...
AbstractWe construct discrete interpolating polynomials, provide explicit representations of discret...
AbstractBased on Peano kernel technique, explicit error bounds (optimal for the highest order deriva...
AbstractFor the derivatives of the Hermite polynomial interpolation of a function on the interval [a...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
This paper improves error bounds forGauss, Clenshaw-Curtis and Fejér's first quadrature by using new...
summary:We consider the error analysis of Lagrange interpolation on triangles and tetrahedrons. For ...
The interpolation errors of the higher order bivariate Lagrange polynomial interpolation based on th...
AbstractWe present guaranteed and computable both sided error bounds for the discontinuous Galerkin ...
It is the purpose of this paper to discuss some aspects of approximation theory in the context of th...
Abstract: In this paper, we construct a spline method for solving a interpolation problem using piec...
AbstractWe establish several types of a a priori error bounds for multiquadric and related interpola...
AbstractIn this paper we offer the best possible error bounds for Abel–Gontscharoff interpolation on...
AbstractIn this paper we offer the best possible error estimates for discrete Abel-Gontscharoff inte...
AbstractIn this paper we shall discuss the Abel–Gontscharoff interpolation problem in the continuous...
AbstractWe construct discrete interpolating polynomials, provide explicit representations of discret...
AbstractBased on Peano kernel technique, explicit error bounds (optimal for the highest order deriva...
AbstractFor the derivatives of the Hermite polynomial interpolation of a function on the interval [a...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
This paper improves error bounds forGauss, Clenshaw-Curtis and Fejér's first quadrature by using new...
summary:We consider the error analysis of Lagrange interpolation on triangles and tetrahedrons. For ...
The interpolation errors of the higher order bivariate Lagrange polynomial interpolation based on th...
AbstractWe present guaranteed and computable both sided error bounds for the discontinuous Galerkin ...
It is the purpose of this paper to discuss some aspects of approximation theory in the context of th...
Abstract: In this paper, we construct a spline method for solving a interpolation problem using piec...
AbstractWe establish several types of a a priori error bounds for multiquadric and related interpola...
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