Error bound for radial basis interpolation in terms of a growth function

Davydov, Oleg; Cohen, Albert and Merrien, Jean-Louis and Schumaker, Larry L., eds. (2007) Error bound for radial basis interpolation in terms of a growth function. In: Curve and surface fitting. Nashboro Press, Brentwood, U.S.A., pp. 121-130. ISBN 978-0-9728482-8-2

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Abstract

We suggest an improvement of Wu-Schaback local error bound for radial basis interpolation by using a polynomial growth function. The new bound is valid without any assumptions about the density of the interpolation centers. It can be useful for the localized methods of scattered data fitting and for the meshless discretization of partial differential equations

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• Item metadata

  Item type:	Book Section
  ID code:	36978
  Dates:	Date Event 2007 Published
  Subjects:	Science > Mathematics > Probabilities. Mathematical statistics
  Department:	Faculty of Science > Mathematics and Statistics
  Depositing user:	Pure Administrator
  Date deposited:	24 Jan 2012 09:31
  Last modified:	11 Nov 2024 14:43
  Related URLs:	http://www.nashboro.com/avignon.htm
  URI:	https://strathprints.strath.ac.uk/id/eprint/36978