Affiliation:
1. Beijing Institute of Technology
2. Harbin Normal University
Abstract
In this paper, convergence rate of the reproducing kernel method for solving boundary value problems is studied. The equivalence of two reproducing kernel spaces and some results of adjoint operator are proved. Based on the classical properties of piecewise linear interpolating function, we provide the convergence rate analysis of at least second order. Moreover, some numerical examples showing the accuracy of the proposed estimations are also given.
Publisher
Vilnius Gediminas Technical University
Subject
Modeling and Simulation,Analysis
Cited by
31 articles.
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