AbstractIn this note, we use a new approach to define the Quadratic X-splines and then examine it for preserving shape when applied to strictly convex data. Here, the construction of the Quadratic X-Spline interpolation becomes straight forward
Shape preserving approximations are constructed by interpolating the data with polynomial splines of...
AbstractIn this paper a multi-variate spline interpolational method on a rectangular grid is present...
AbstractIn this paper we study variational properties and convergence of quadratic spline interpolat...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
AbstractIn this note, we use a new approach to define the Quadratic X-splines and then examine it fo...
AbstractFor quadratic and related exponential splines necessary and sufficient conditions are given ...
A rational spline solution to the problem of shape preserving interpolation is discussed. The ration...
AbstractIn this paper a strategy is presented to construct a shape-preserving quasi-interpolant func...
AbstractFollowing a precise definition of shape-preserving interpolating functions to data, we const...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
We describe the construction of an interpolating quadratic/linear rational spline S of smoothness cl...
AbstractWe use bivariate C1 cubic splines to deal with convexity preserving scattered data interpola...
2002-2003 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
AbstractThis paper is concerned with shape-preserving interpolation of discrete data by polynomial s...
Shape representation is a central issue in computer graphics and computer-aided geometric design. Ma...
Shape preserving approximations are constructed by interpolating the data with polynomial splines of...
AbstractIn this paper a multi-variate spline interpolational method on a rectangular grid is present...
AbstractIn this paper we study variational properties and convergence of quadratic spline interpolat...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
AbstractIn this note, we use a new approach to define the Quadratic X-splines and then examine it fo...
AbstractFor quadratic and related exponential splines necessary and sufficient conditions are given ...
A rational spline solution to the problem of shape preserving interpolation is discussed. The ration...
AbstractIn this paper a strategy is presented to construct a shape-preserving quasi-interpolant func...
AbstractFollowing a precise definition of shape-preserving interpolating functions to data, we const...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
We describe the construction of an interpolating quadratic/linear rational spline S of smoothness cl...
AbstractWe use bivariate C1 cubic splines to deal with convexity preserving scattered data interpola...
2002-2003 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
AbstractThis paper is concerned with shape-preserving interpolation of discrete data by polynomial s...
Shape representation is a central issue in computer graphics and computer-aided geometric design. Ma...
Shape preserving approximations are constructed by interpolating the data with polynomial splines of...
AbstractIn this paper a multi-variate spline interpolational method on a rectangular grid is present...
AbstractIn this paper we study variational properties and convergence of quadratic spline interpolat...
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