AbstractWe establish several types of a a priori error bounds for multiquadric and related interpolators. The results are stated and proven in the general multivariate case. These estimates show, for example, that in many cases such interpolators converge very quickly and can be used in the recovery of band limited functions from discrete data. We also include numerical experiments which illustrate the theoretical results
AbstractGiven N scattered data points, we examined the problem of finding N variable Multiquadric (M...
Abstract. This contribution will touch the following topics: Short introduction into the theory of ...
Multivariate interpolation of smooth data using smooth radial basis functions is considered. The beh...
AbstractWe establish several types of a a priori error bounds for multiquadric and related interpola...
AbstractA class of multivariate scattered data interpolation methods which includes the so-called mu...
AbstractMultiquadric interpolation is a technique for interpolating nonuniform samples of multivaria...
The classical bounds on the truncation errorofquadrature formulas obtained by Peano's Theorem are re...
We derive explicit bounds on the constants in error estimates for two quasi-interpolation operators ...
We show how to derive error estimates between a function and its interpolating polynomial and betwe...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
AbstractThe classical bounds on the truncation error of quadrature formulas obtained by Peano's Theo...
AbstractOur concern in this paper is the improvement of localization properties of multiquadric inte...
Univariate multiquadric interpolation to a twice continuously differentiable function on a regular i...
AbstractThe multiquadric (MQ) method is an effective bivariate interpolant to three-dimensional data...
Abstract: We show how to derive error estimates between a function and its inter-polating polynomial...
AbstractGiven N scattered data points, we examined the problem of finding N variable Multiquadric (M...
Abstract. This contribution will touch the following topics: Short introduction into the theory of ...
Multivariate interpolation of smooth data using smooth radial basis functions is considered. The beh...
AbstractWe establish several types of a a priori error bounds for multiquadric and related interpola...
AbstractA class of multivariate scattered data interpolation methods which includes the so-called mu...
AbstractMultiquadric interpolation is a technique for interpolating nonuniform samples of multivaria...
The classical bounds on the truncation errorofquadrature formulas obtained by Peano's Theorem are re...
We derive explicit bounds on the constants in error estimates for two quasi-interpolation operators ...
We show how to derive error estimates between a function and its interpolating polynomial and betwe...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
AbstractThe classical bounds on the truncation error of quadrature formulas obtained by Peano's Theo...
AbstractOur concern in this paper is the improvement of localization properties of multiquadric inte...
Univariate multiquadric interpolation to a twice continuously differentiable function on a regular i...
AbstractThe multiquadric (MQ) method is an effective bivariate interpolant to three-dimensional data...
Abstract: We show how to derive error estimates between a function and its inter-polating polynomial...
AbstractGiven N scattered data points, we examined the problem of finding N variable Multiquadric (M...
Abstract. This contribution will touch the following topics: Short introduction into the theory of ...
Multivariate interpolation of smooth data using smooth radial basis functions is considered. The beh...
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