Spline methods constitute a cornerstone of modern geometric design, providing versatile and efficient tools to represent curves and surfaces in a piecewise-polynomial fashion. Originating from ...

In geometric modelling, Bézier and spline curves serve as fundamental tools for the representation and manipulation of smooth shapes. Bézier curves, defined by a set of control points and Bernstein ...

The SPLINE method fits a cubic spline curve to the input values. A cubic spline is a segmented function consisting of third-degree (cubic) polynomial functions joined together so that the whole curve ...