AbstractFor given monotone data we propose the construction of a histopolating linear/linear rational spline of class C1. The uniqueness and existence of this spline is proved. The method is implemented via the representation with histogram heights and first derivatives of the spline. The use of Newton's method and ordinary iterations are discussed. Numerical tests support completely the theoretical results
Abstract. The classical interpolation problems for cubic and rational splines are merged to get an \...
In this paper, we describe a general class of C1 smooth rational splines that enables, in particular...
In this paper, the problem of shape preserving C2 rational cubic spline has been proposed. The shape...
AbstractIn this paper, an area matching approximation of histograms is considered under constraints ...
ผลงานวิชาการคณาจารย์มหาวิทยาลัยเทคโนโลยีสุรนารีAlgorithms are presented for the construction of hist...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
Monotonicity preserving interpolation is very important in many sciences and engineering based probl...
Abstract. In the present paper, C1-piecewise rational cubic spline function involving tension parame...
Cubic spline histopolation with arbitrary placement of histogram knots and spline knots between them...
This study is concerned with the visualization of monotone data using a piecewise C1 rational trigon...
In this paper, we describe a general class of C1 smooth rational splines that enables, in particular...
AbstractSpaces of rational splines of maximal smoothness are considered which are constructed from c...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
none3siA construction of spline spaces suitable for representing smooth parametric surfaces of arbit...
The problem of monotone smoothing splines with bounds is formulated as a constrained minimization pr...
Abstract. The classical interpolation problems for cubic and rational splines are merged to get an \...
In this paper, we describe a general class of C1 smooth rational splines that enables, in particular...
In this paper, the problem of shape preserving C2 rational cubic spline has been proposed. The shape...
AbstractIn this paper, an area matching approximation of histograms is considered under constraints ...
ผลงานวิชาการคณาจารย์มหาวิทยาลัยเทคโนโลยีสุรนารีAlgorithms are presented for the construction of hist...
A C2 curve interpolation scheme for monotonic data has been developed. This scheme uses piecewise ra...
Monotonicity preserving interpolation is very important in many sciences and engineering based probl...
Abstract. In the present paper, C1-piecewise rational cubic spline function involving tension parame...
Cubic spline histopolation with arbitrary placement of histogram knots and spline knots between them...
This study is concerned with the visualization of monotone data using a piecewise C1 rational trigon...
In this paper, we describe a general class of C1 smooth rational splines that enables, in particular...
AbstractSpaces of rational splines of maximal smoothness are considered which are constructed from c...
In this study a piecewise rational function S ∈ C2[a, b] with cubic numerator and linear denominator...
none3siA construction of spline spaces suitable for representing smooth parametric surfaces of arbit...
The problem of monotone smoothing splines with bounds is formulated as a constrained minimization pr...
Abstract. The classical interpolation problems for cubic and rational splines are merged to get an \...
In this paper, we describe a general class of C1 smooth rational splines that enables, in particular...
In this paper, the problem of shape preserving C2 rational cubic spline has been proposed. The shape...
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