AbstractIn this paper, we consider the spline in tension as an interpolatory tool that helps us avoid large projector norm. Tension parameters are computed in advance in such a way that the prescribed exponential decay of fundamental functions is assured. Further, an interpolation error bound for a smooth function is produced. This bound depends on the choice of tension parameters, and is of order 4 for small tension values but reduces to 2 as parameters grow to infinity
AbstractPiecewise L-splines are generalizations of L-splines, in the sense that they satisfy differe...
Abstract. Digital raster images often need to be represented in higher and lower resolu-tions. Resam...
AbstractAn extension of Overhauser's parabolic blending interpolation is given by introducing a tens...
AbstractIn this paper, we consider the spline in tension as an interpolatory tool that helps us avoi...
Abstract. A powerful and versatile method of shape-preserving interpolation is developed in terms of...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
An interpolation procedure using the rational spline approximation is presented . The rational splin...
AbstractRigorous arguments are given establishing convergence rates and asymptotic behavior of inter...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
summary:Spline theory is mainly grounded on two approaches: the algebraic one (where splines are und...
Abstract. Tension spline of order k is a function that, for a given partition x0 < x1 <... <...
Although one significant method of interpolation is that of the cubic spline, it has the drawback of...
AbstractThis paper discusses error estimates and convergence for interpolation by div–curl spline un...
Inspired by the classic gamma-spline, we propose a method for constructing a G(2) rational gamma-spl...
Abstract. This paper is concerned with the spline interpolation of functions with a boundary layer c...
AbstractPiecewise L-splines are generalizations of L-splines, in the sense that they satisfy differe...
Abstract. Digital raster images often need to be represented in higher and lower resolu-tions. Resam...
AbstractAn extension of Overhauser's parabolic blending interpolation is given by introducing a tens...
AbstractIn this paper, we consider the spline in tension as an interpolatory tool that helps us avoi...
Abstract. A powerful and versatile method of shape-preserving interpolation is developed in terms of...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
An interpolation procedure using the rational spline approximation is presented . The rational splin...
AbstractRigorous arguments are given establishing convergence rates and asymptotic behavior of inter...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
summary:Spline theory is mainly grounded on two approaches: the algebraic one (where splines are und...
Abstract. Tension spline of order k is a function that, for a given partition x0 < x1 <... <...
Although one significant method of interpolation is that of the cubic spline, it has the drawback of...
AbstractThis paper discusses error estimates and convergence for interpolation by div–curl spline un...
Inspired by the classic gamma-spline, we propose a method for constructing a G(2) rational gamma-spl...
Abstract. This paper is concerned with the spline interpolation of functions with a boundary layer c...
AbstractPiecewise L-splines are generalizations of L-splines, in the sense that they satisfy differe...
Abstract. Digital raster images often need to be represented in higher and lower resolu-tions. Resam...
AbstractAn extension of Overhauser's parabolic blending interpolation is given by introducing a tens...
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