Anisotropic error bounds of Lagrange interpolation with any order in two and three dimensions
Abstract
In this paper, using the Newton’s formula of Lagrange interpolation, we present a new proof of the anisotropic error bounds for Lagrange interpolation of any order on the triangle, rectangle, tetrahedron and cube in a unified way.
Publication status
unpublishedJournal / series
Research ReportVolume
Publisher
ETH Zürich, Seminar für Angewandte MathematikSubject
Lagrange interpolation; Anisotropic error bounds; Newton’s interpolation formulaOrganisational unit
03632 - Hiptmair, Ralf / Hiptmair, Ralf
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