AbstractWe investigate the behavior of the largest root ⩽ −1 of an Euler-Frobenius polynomial. This root determines the convergence/divergence of a cardinal Lagrange spline series. Asymptotic representations are obtained in the most important cases
AbstractThe properties of cardinal splines satisfying a linear recurrence relation and interpolating...
In this paper the properties of the generalized Euler-Frobenius polynomial-4-....o are studied. It i...
Abstract The focus of this thesis is on two functions: the exponential function and Euler’s factori...
AbstractWe investigate the behavior of the largest root ⩽ −1 of an Euler-Frobenius polynomial. This ...
AbstractWe give a sharp criterion for the convergence of a Lagrangian cardinal spline series for the...
AbstractIn this paper, the properties of the generalized Euler-Frobenius polynomial Πn(·, q) are stu...
AbstractLet m ∈ N and define Sm to be the class of functions ƒ ∈ C m− 1(R which, in each [j − 1,j] (...
AbstractWe derive via a simple formula an explicit expression for the cardinal Lagrange spline as a ...
AbstractIf (yν) ϵ l∞, let LnY be the unique bounded cardinal spline of degree n − 1 interpolating to...
AbstractBased on Peano kernel technique, explicit error bounds (optimal for the highest order deriva...
(Quoted from the article) Our object is the theory of "{\pi}-exponentials" Pulita developed in his t...
AbstractStarting from the exponential Euler polynomials discussed by Euler in “Institutions Calculi ...
AbstractAsymptotic expansions are given for large values of n of the generalized Bernoulli polynomia...
AbstractLet Mn denote the bivariate box-spline corresponding to the directions (1, 0), (0, 1), (1, 1...
AbstractThe purpose of the paper is to investigate weighted Lp convergence of Lagrange interpolation...
AbstractThe properties of cardinal splines satisfying a linear recurrence relation and interpolating...
In this paper the properties of the generalized Euler-Frobenius polynomial-4-....o are studied. It i...
Abstract The focus of this thesis is on two functions: the exponential function and Euler’s factori...
AbstractWe investigate the behavior of the largest root ⩽ −1 of an Euler-Frobenius polynomial. This ...
AbstractWe give a sharp criterion for the convergence of a Lagrangian cardinal spline series for the...
AbstractIn this paper, the properties of the generalized Euler-Frobenius polynomial Πn(·, q) are stu...
AbstractLet m ∈ N and define Sm to be the class of functions ƒ ∈ C m− 1(R which, in each [j − 1,j] (...
AbstractWe derive via a simple formula an explicit expression for the cardinal Lagrange spline as a ...
AbstractIf (yν) ϵ l∞, let LnY be the unique bounded cardinal spline of degree n − 1 interpolating to...
AbstractBased on Peano kernel technique, explicit error bounds (optimal for the highest order deriva...
(Quoted from the article) Our object is the theory of "{\pi}-exponentials" Pulita developed in his t...
AbstractStarting from the exponential Euler polynomials discussed by Euler in “Institutions Calculi ...
AbstractAsymptotic expansions are given for large values of n of the generalized Bernoulli polynomia...
AbstractLet Mn denote the bivariate box-spline corresponding to the directions (1, 0), (0, 1), (1, 1...
AbstractThe purpose of the paper is to investigate weighted Lp convergence of Lagrange interpolation...
AbstractThe properties of cardinal splines satisfying a linear recurrence relation and interpolating...
In this paper the properties of the generalized Euler-Frobenius polynomial-4-....o are studied. It i...
Abstract The focus of this thesis is on two functions: the exponential function and Euler’s factori...
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