This article is cited in 1 paper

Spline smoothing optimization

N. M. Shlyakhov

Moscow Institute of Physics and Technology

Abstract: Spline smoothing algorithms are considered in the article. An optimal smoothing spline is proposed instead of a spline in the convex set. The optimal smoothing is based on minimization of the functional with the sum of squares of the highest derivative discontinuities. The optimal smoothing is much more simple and provides better accuracy.

Received: 13.09.2002

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