After a brief description of a new class of $C^2$ splines generated by five dimensional polynomial spaces which, for limit values of the shape parameters, tend to $C^0$ quadratic splines, we discuss their application in the construction of curves approximating spatial data and subject to shape constraints.
Costantini, P., Pelosi, F. (2005). Shape-preserving data approximation using new spline spaces. In Mathematical Methods for Curves and Surfaces: Tromsø 2004 (pp. 81-92). Nashboro Press.
Shape-preserving data approximation using new spline spaces
PELOSI, FRANCESCA
2005-01-01
Abstract
After a brief description of a new class of $C^2$ splines generated by five dimensional polynomial spaces which, for limit values of the shape parameters, tend to $C^0$ quadratic splines, we discuss their application in the construction of curves approximating spatial data and subject to shape constraints.File in questo prodotto:
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