This paper is concerned with the problem of positive and convex data visualization in the form of positive and convex surfaces. A rational bi-cubic partially blended function with eight free parameters in its description is introduced and applied to visualize the shape of positive data and convex data. The developed schemes in this paper have unique representations. Visual models of surfaces attain smoothness.  
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
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 ...
The rational cubic function with three parameters has been extended to rational bi-cubic function to...
AbstractThis work is a contribution towards the graphical display of data when it is positive. The d...
A piecewise rational trigonometric cubic function with four shape parameters has been constructed t...
The main purpose of this paper is the visualization of convex surface data to present a smooth. visu...
In this paper, the problem of shape preserving C2 rational cubic spline has been proposed. The shape...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
AbstractIn this paper, the problem of shape preserving C2 rational cubic spline has been proposed. T...
The study is dedicated to the development of shape preserving interpolation scheme for monotone and ...
This paper discusses the positivity preserving interpolation for positive surfaces data by extending...
AbstractA smooth curve interpolation scheme for positive, monotonic, and convex data has been develo...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
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 ...
The rational cubic function with three parameters has been extended to rational bi-cubic function to...
AbstractThis work is a contribution towards the graphical display of data when it is positive. The d...
A piecewise rational trigonometric cubic function with four shape parameters has been constructed t...
The main purpose of this paper is the visualization of convex surface data to present a smooth. visu...
In this paper, the problem of shape preserving C2 rational cubic spline has been proposed. The shape...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
AbstractIn this paper, the problem of shape preserving C2 rational cubic spline has been proposed. T...
The study is dedicated to the development of shape preserving interpolation scheme for monotone and ...
This paper discusses the positivity preserving interpolation for positive surfaces data by extending...
AbstractA smooth curve interpolation scheme for positive, monotonic, and convex data has been develo...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
A piecewise rational cubic spline has been introduced to visualize the positive data in its natural ...
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
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 ...