The missing portions of variables subjected to SPLINE or MSPLINE transformations are handled the same way as for OPSCORE, MONOTONE, UNTIE, and LINEAR transformations (see the previous section). The ...

The continuation of our climb up the B-spline mountain. WARNING: The material in this series of articles is very math-intensive and not for the faint of heart. If you're already familiar with the ...

A B-spline curve differs from a Hermite or B zier curve in that it usually consists of more than one curve segment. Each segment is defined and influenced by only a few control points, which are the ...

This paper extends and refines the method of option pricing by frame projection of riskneutral densities to incorporate general basis splines (B-splines), including the cubic basis, and general payoff ...

If you're already familiar with the Bezier formulation of curves, then you shouldn't feel overwhelmed by the topics presented here. If you're not, read the previous article "The Practical Guide to ...

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 ...