AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two independent variables. Further, explicit error bounds in ℓ∞ norm are derived for the quintic and biquintic discrete spline interpolates. We also present some numerical examples to illustrate the results obtained
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
We study a C(1) parabolic and a C() quartic spline which are determined by solution of a tridiagonal...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
AbstractThe purpose of this paper is to provide explicit error estimates between a given function x(...
AbstractWe obtain explicit error estimates between a given function f ϵ C(n)[a, b], 2 ⩽ n ⩽ 6 and it...
AbstractIn this paper we shall develop a class of discrete Hermite interpolates in one and two indep...
In carrying out continuous spline interpolation of a function,derivatives of the function at some po...
The objective of the paper is to investigate existence, uniqueness and error bounds of deficient dis...
AbstractFour types of quadratic spline interpolants are considered for which we obtain error bounds ...
AbstractIn this paper, we shall provide explicit error bounds for the derivatives of cubic and quint...
AbstractIn this paper, we shall derive explicit error estimates in L∞ norm between a given function ...
AbstractWe define a class of discrete quasi-interpolants based on bivariate box splines by imposing ...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
We study a C(1) parabolic and a C() quartic spline which are determined by solution of a tridiagonal...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
AbstractThe purpose of this paper is to provide explicit error estimates between a given function x(...
AbstractWe obtain explicit error estimates between a given function f ϵ C(n)[a, b], 2 ⩽ n ⩽ 6 and it...
AbstractIn this paper we shall develop a class of discrete Hermite interpolates in one and two indep...
In carrying out continuous spline interpolation of a function,derivatives of the function at some po...
The objective of the paper is to investigate existence, uniqueness and error bounds of deficient dis...
AbstractFour types of quadratic spline interpolants are considered for which we obtain error bounds ...
AbstractIn this paper, we shall provide explicit error bounds for the derivatives of cubic and quint...
AbstractIn this paper, we shall derive explicit error estimates in L∞ norm between a given function ...
AbstractWe define a class of discrete quasi-interpolants based on bivariate box splines by imposing ...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
We study a C(1) parabolic and a C() quartic spline which are determined by solution of a tridiagonal...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
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