Add to ORKGThe aim of this paper is to define the elementary spline functions in analogy with the definition of the polynomial spline functions, given by I. J.Schonberg. Also, it is described a method for constructing the elementary spline functions. Finally, some examples are given
[EN] Differential matrix models are an important component of many interesting applications in scien...
AbstractA class of splines of even degree k = 2α and continuity order cα that match the derivatives ...
AbstractAs formulated by Silva [E.A. de B.e. Silva, Linking theorems and applications to semilinear ...
AbstractStarting from the exponential Euler polynomials discussed by Euler in “Institutions Calculi ...
s-dimensional generalized polynomials are linear combinations of functions forming an ECT-system on...
AbstractIn the third paper of this series on cardinal spline interpolation [4] Lipow and Schoenberg ...
Tension spline of order $k$ is a function that, for a given partition mbox{$x_0<x_1<ldots<x_n$}, on ...
Tension spline of order $k$ is a function that, for a given partition mbox{$x_0<x_1<ldots<x_n$}, on ...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
For a strictly monotone function y on [a, b] we describe the construction of an interpolating linear...
In this paper, authors will present a new theorem and corollary on multi- dimensional Laplace trans...
In this paper is presented a bicubic spline collocation method for the numerical approximation of ...
AbstractIn this paper a quadratic spline with its end condition in terms of function values at the k...
AbstractTo compute approximately an integral(1)∫0mφm(x)f(x)dx, where φm(⋅) is cardinal B-spline, we ...
AbstractIt is well known that a cardinal B-spline of order m,m∈N, is a piecewise polynomial function...
[EN] Differential matrix models are an important component of many interesting applications in scien...
AbstractA class of splines of even degree k = 2α and continuity order cα that match the derivatives ...
AbstractAs formulated by Silva [E.A. de B.e. Silva, Linking theorems and applications to semilinear ...
AbstractStarting from the exponential Euler polynomials discussed by Euler in “Institutions Calculi ...
s-dimensional generalized polynomials are linear combinations of functions forming an ECT-system on...
AbstractIn the third paper of this series on cardinal spline interpolation [4] Lipow and Schoenberg ...
Tension spline of order $k$ is a function that, for a given partition mbox{$x_0<x_1<ldots<x_n$}, on ...
Tension spline of order $k$ is a function that, for a given partition mbox{$x_0<x_1<ldots<x_n$}, on ...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
For a strictly monotone function y on [a, b] we describe the construction of an interpolating linear...
In this paper, authors will present a new theorem and corollary on multi- dimensional Laplace trans...
In this paper is presented a bicubic spline collocation method for the numerical approximation of ...
AbstractIn this paper a quadratic spline with its end condition in terms of function values at the k...
AbstractTo compute approximately an integral(1)∫0mφm(x)f(x)dx, where φm(⋅) is cardinal B-spline, we ...
AbstractIt is well known that a cardinal B-spline of order m,m∈N, is a piecewise polynomial function...
[EN] Differential matrix models are an important component of many interesting applications in scien...
AbstractA class of splines of even degree k = 2α and continuity order cα that match the derivatives ...
AbstractAs formulated by Silva [E.A. de B.e. Silva, Linking theorems and applications to semilinear ...