This study was concerned with shape preserving interpolation of 2D data. A piecewise C1 univariate rational quadratic trigonometric spline including three positive parameters was devised to produce a shaped interpolant for given shaped data. Positive and monotone curve interpolation schemes were presented to sustain the respective shape features of data. Each scheme was tested for plentiful shaped data sets to substantiate the assertion made in their construction. Moreover, these schemes were compared with conventional shape preserving rational quadratic splines to demonstrate the usefulness of their construction
A key technique for modeling 2D objects is built using a Bézier-like rational quadratic trigonometri...
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
This study is concerned with the visualization of monotone data using a piece-wise C1 rational trigo...
This study was concerned with shape preserving interpolation of 2D data. A piecewise C1 univariate r...
A new C1 piecewise rational quadratic trigonometric spline with four local positive shape parameters...
This paper describes the use of trigonometric spline to visualize the given planar data. The goal of...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
This paper discusses the construction of new C2 rational cubic spline interpolant with cubic numerat...
This study considers the construction a new C 1 rational cubic spline (cubic numerator and quadratic...
AbstractA smooth curve interpolation scheme for positive, monotonic, and convex data has been develo...
This study is concerned with the visualization of monotone data using a piecewise C1 rational trigon...
This study is concerned with the visualization of monotone data using a piece-wise C1 rational trigo...
A Bézier like C1 rational quadratic trigonometric polynomial spline is developed. It defines two sha...
The work on interpolation schemes by previous researches had limitations such as, the inability to ...
A key technique for modeling 2D objects is built using a Bézier-like rational quadratic trigonometri...
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
This study is concerned with the visualization of monotone data using a piece-wise C1 rational trigo...
This study was concerned with shape preserving interpolation of 2D data. A piecewise C1 univariate r...
A new C1 piecewise rational quadratic trigonometric spline with four local positive shape parameters...
This paper describes the use of trigonometric spline to visualize the given planar data. The goal of...
AbstractAn interpolating quadratic spline was constructed which preserves the shape of data. The spl...
A two parameter family of C1 rational cubic spline functions is presented for the graphical rep...
This paper discusses the construction of new C2 rational cubic spline interpolant with cubic numerat...
This study considers the construction a new C 1 rational cubic spline (cubic numerator and quadratic...
AbstractA smooth curve interpolation scheme for positive, monotonic, and convex data has been develo...
This study is concerned with the visualization of monotone data using a piecewise C1 rational trigon...
This study is concerned with the visualization of monotone data using a piece-wise C1 rational trigo...
A Bézier like C1 rational quadratic trigonometric polynomial spline is developed. It defines two sha...
The work on interpolation schemes by previous researches had limitations such as, the inability to ...
A key technique for modeling 2D objects is built using a Bézier-like rational quadratic trigonometri...
Rational cubic and bicubic trigonometric schemes are developed to conserve monotonicity of curve and...
This study is concerned with the visualization of monotone data using a piece-wise C1 rational trigo...