AbstractFollowing the ideas of Mettke et al. (1982), some results are developed for the interpolation with nonpolynomial spline functions. These splines may be called exponentially fitted because they belong piecewise to the kernel of some differential operators. The interpolation and spline grids coincide
The approximating properties of the interpolating D*99m-splines in many variables on the non-regular...
Abstract—Based on analysis of basic cubic spline interpolation, the clamped cubic spline interpolati...
ABSTRACT. The space of C ’ cubic splines on a given arbitrary mesh for [0, l] provides a unique inte...
AbstractFollowing the ideas of Mettke et al. (1982), some results are developed for the interpolatio...
AbstractPruess [12, 14] has shown that exponential splines can produce co-convex and co-monotone int...
In this paper, we propose a new interpolation technique using exponential B-spline, which is super-s...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
In this paper, we propose a new interpolation technique using exponential B-spline, which is super-s...
Abstract—Causal exponentials play a fundamental role in classical system theory. Starting from those...
.M Prenter defines a cubic Spline function in an interval [a, b] as a piecewise cubic polynomial wh...
AbstractThis paper is concerned with interpolation of real functions on compact intervals by nonline...
The Z-splines are moment conserving cardinal splines of compact support. They are constructed using ...
Computing numerical solutions of household’s optimization, one often faces the problem of interpolat...
Não disponívelThis thesis is concerned primarily with spline functions and their application to solv...
Fractal methodology provides a general setting for the understanding of realworld phenomena. In part...
The approximating properties of the interpolating D*99m-splines in many variables on the non-regular...
Abstract—Based on analysis of basic cubic spline interpolation, the clamped cubic spline interpolati...
ABSTRACT. The space of C ’ cubic splines on a given arbitrary mesh for [0, l] provides a unique inte...
AbstractFollowing the ideas of Mettke et al. (1982), some results are developed for the interpolatio...
AbstractPruess [12, 14] has shown that exponential splines can produce co-convex and co-monotone int...
In this paper, we propose a new interpolation technique using exponential B-spline, which is super-s...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
In this paper, we propose a new interpolation technique using exponential B-spline, which is super-s...
Abstract—Causal exponentials play a fundamental role in classical system theory. Starting from those...
.M Prenter defines a cubic Spline function in an interval [a, b] as a piecewise cubic polynomial wh...
AbstractThis paper is concerned with interpolation of real functions on compact intervals by nonline...
The Z-splines are moment conserving cardinal splines of compact support. They are constructed using ...
Computing numerical solutions of household’s optimization, one often faces the problem of interpolat...
Não disponívelThis thesis is concerned primarily with spline functions and their application to solv...
Fractal methodology provides a general setting for the understanding of realworld phenomena. In part...
The approximating properties of the interpolating D*99m-splines in many variables on the non-regular...
Abstract—Based on analysis of basic cubic spline interpolation, the clamped cubic spline interpolati...
ABSTRACT. The space of C ’ cubic splines on a given arbitrary mesh for [0, l] provides a unique inte...
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