Many papers discuss the problem of recovering a function when a set of data is known on a domain. Most of these papers assume that the size of the data set is large. At our knowledge, little or practically nothing is said about the case in which the sample has a size that is moderate. In this paper we tackle this problem. We indicate a way for its solution and hence we give a concrete example. Some numerical experiments are shown

Bozzini, M., Lenarduzzi, L. (2005). Reconstruction of surfaces from a not large data set by interpolation. RENDICONTI DI MATEMATICA E DELLE SUE APPLICAZIONI, 25(2), 223-239.

Reconstruction of surfaces from a not large data set by interpolation

BOZZINI, MARIA TUGOMIRA;
2005

Abstract

Many papers discuss the problem of recovering a function when a set of data is known on a domain. Most of these papers assume that the size of the data set is large. At our knowledge, little or practically nothing is said about the case in which the sample has a size that is moderate. In this paper we tackle this problem. We indicate a way for its solution and hence we give a concrete example. Some numerical experiments are shown
Articolo in rivista - Articolo scientifico
Multiquadric, Scattered data, Adaptivity, Interpolation
English
2005
25
2
223
239
none
Bozzini, M., Lenarduzzi, L. (2005). Reconstruction of surfaces from a not large data set by interpolation. RENDICONTI DI MATEMATICA E DELLE SUE APPLICAZIONI, 25(2), 223-239.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/11500
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