AbstractA smooth curve interpolation scheme for positive, monotonic, and convex data has been developed. This scheme uses piecewise rational cubic functions. The two families of parameters, in the description of the rational interpolant, have been constrained to preserve the shape of the data. The rational spline scheme has a unique representation. The degree of smoothness attained is C1
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
A scheme for generating plane curves which interpolates given data is described. A curve is obtained...
In this study a piecewise rational function with cubic numerator and linear denominator involving t...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
This paper describes the use of trigonometric spline to visualize the given planar data. The goal of...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
AbstractIn this paper, the problem of shape preserving C2 rational cubic spline has been proposed. T...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
This study was concerned with shape preserving interpolation of 2D data. A piecewise C1 univariate r...
This study considers the construction a new C 1 rational cubic spline (cubic numerator and quadratic...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
A scheme for generating plane curves which interpolates given data is described. A curve is obtained...
In this study a piecewise rational function with cubic numerator and linear denominator involving t...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
This paper describes the use of trigonometric spline to visualize the given planar data. The goal of...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
AbstractIn this paper, the problem of shape preserving C2 rational cubic spline has been proposed. T...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
This study was concerned with shape preserving interpolation of 2D data. A piecewise C1 univariate r...
This study considers the construction a new C 1 rational cubic spline (cubic numerator and quadratic...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
A scheme for generating plane curves which interpolates given data is described. A curve is obtained...