Publication result detail

Local Interpolation by a Quadratic Lagrange Finite Element in 1D

DALÍK, J.

Original Title

Local Interpolation by a Quadratic Lagrange Finite Element in 1D

English Title

Local Interpolation by a Quadratic Lagrange Finite Element in 1D

Type

Peer-reviewed article not indexed in WoS or Scopus

Original Abstract

We characterize the quadratic Lagrange finite element in 1D geometrically and analyse the error of interpolation of smooth functions in one variable by interpolants from the local space of this finite element.

English abstract

We characterize the quadratic Lagrange finite element in 1D geometrically and analyse the error of interpolation of smooth functions in one variable by interpolants from the local space of this finite element.

Keywords

quadratic Lagrange finite elements in 1D, local interpolation of functions in one variable

Key words in English

quadratic Lagrange finite elements in 1D, local interpolation of functions in one variable

Authors

DALÍK, J.

Released

06.12.2006

Publisher

Masaryk University

Location

Brno

ISBN

0044-8753

Periodical

ARCHIVUM MATHEMATICUM

Volume

2006 (42)

Number

2

State

Czech Republic

Pages from

103

Pages to

114

Pages count

12

BibTex

@article{BUT43833,
  author="Josef {Dalík}",
  title="Local Interpolation by a Quadratic Lagrange Finite Element in 1D",
  journal="ARCHIVUM MATHEMATICUM",
  year="2006",
  volume="2006 (42)",
  number="2",
  pages="103--114",
  issn="0044-8753"
}