AbstractAny quadratic spline with coinciding interpolating points and breakpoints can be uniquely determined by one initial condition. We examine how to choose the initial value in positive interpolation by using a norm of the spline. Monotone interpolation is also considered. The results are illuminated by numerical examples and by an application
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
The work on interpolation schemes by previous researches had limitations such as, the inability to ...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
The use of polynomial splines as a basis for the interpolation of discrete data can be theoretically...
AbstractFour types of quadratic spline interpolants are considered for which we obtain error bounds ...
AbstractSome shortcomings of a proposed choice of parameters in a shape-preserving quadratic spline ...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
AbstractIn this paper a strategy is presented to construct a shape-preserving quasi-interpolant func...
In this thesis, we study properties of cubic and quadratic spline interpolation. First, we define th...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
summary:Continuity conditions for a biquadratic spline interpolating given mean values in terms of p...
AbstractIn this paper we study variational properties and convergence of quadratic spline interpolat...
AbstractTraditional approach in performing even-degree B-spline curve/surface interpolation would ge...
We present a new quadrature rule based on the spline interpolation along with the error analysis. Mo...
AbstractThis paper is concerned with shape-preserving interpolation of discrete data by polynomial s...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
The work on interpolation schemes by previous researches had limitations such as, the inability to ...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
The use of polynomial splines as a basis for the interpolation of discrete data can be theoretically...
AbstractFour types of quadratic spline interpolants are considered for which we obtain error bounds ...
AbstractSome shortcomings of a proposed choice of parameters in a shape-preserving quadratic spline ...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
AbstractIn this paper a strategy is presented to construct a shape-preserving quasi-interpolant func...
In this thesis, we study properties of cubic and quadratic spline interpolation. First, we define th...
AbstractIn this paper the quadratic spline interpolation with coinciding interpolation and spline gr...
summary:Continuity conditions for a biquadratic spline interpolating given mean values in terms of p...
AbstractIn this paper we study variational properties and convergence of quadratic spline interpolat...
AbstractTraditional approach in performing even-degree B-spline curve/surface interpolation would ge...
We present a new quadrature rule based on the spline interpolation along with the error analysis. Mo...
AbstractThis paper is concerned with shape-preserving interpolation of discrete data by polynomial s...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
The work on interpolation schemes by previous researches had limitations such as, the inability to ...
AbstractIn this paper we shall develop a class of discrete spline interpolates in one and two indepe...
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