An Algorithm for Computing a Shape-Preserving Osculatory Quadratic Spline
ACM Transactions on Mathematical Software (TOMS)
Visualization of positive and convex data by a rational cubic spline interpolation
Information Sciences—Applications: An International Journal
Constrained control and approximation properties of a rational interpolating curve
Information Sciences: an International Journal
Shape preserving spline interpolation
Computer-Aided Design
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A curve interpolation scheme based on piecewise rational quadratic spline is discussed. To preserve the shape of the data, the constraints are made on the free parameters r i , in the description of rational quadratic interpolant. We examine the positivity and/or monotonicity preserving of this rational quadratic interpolant to a given data set. The method easy to used and require less computational steps. The degree of smoothness attained is C 1 Some numerical results will be presented.