Given a mixed algebraic method based on a transfinite Hermite-type interpolant scheme and on a B-spline tensor product method (see [C. Conti, R. Morandi, D. Scaramelli, An automatic control point choice in algebraic numerical grid generation, in: J. Levesly, I.J. Anderson, J.C. Mason (Eds.), Proceedings of Algorithms for Approximation IV, 2002, pp. 2–8] and references quoted therein), in this paper the choice of the B-spline knots and of the control points used in the tensor product is discussed. Both choices are performed by taking into account a discrete “uniformity” property.

Using Discrete Uniformity Property in a Mixed Algebraic Method / C. CONTI; R. MORANDI; D. SCARAMELLI. - In: APPLIED NUMERICAL MATHEMATICS. - ISSN 0168-9274. - STAMPA. - 49:(2004), pp. 355-366. [10.1016/j.apnum.2003.12.013]

Using Discrete Uniformity Property in a Mixed Algebraic Method

CONTI, COSTANZA;MORANDI, ROSSANA;
2004

Abstract

Given a mixed algebraic method based on a transfinite Hermite-type interpolant scheme and on a B-spline tensor product method (see [C. Conti, R. Morandi, D. Scaramelli, An automatic control point choice in algebraic numerical grid generation, in: J. Levesly, I.J. Anderson, J.C. Mason (Eds.), Proceedings of Algorithms for Approximation IV, 2002, pp. 2–8] and references quoted therein), in this paper the choice of the B-spline knots and of the control points used in the tensor product is discussed. Both choices are performed by taking into account a discrete “uniformity” property.
2004
49
355
366
C. CONTI; R. MORANDI; D. SCARAMELLI
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/251158
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