The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs

Bibliographic Details
Main Authors: Ainsworth, M, Kay, D
Format: Journal article
Published: 1999
_version_ 1826259346981388288
author Ainsworth, M
Kay, D
author_facet Ainsworth, M
Kay, D
author_sort Ainsworth, M
collection OXFORD
description
first_indexed 2024-03-06T18:48:25Z
format Journal article
id oxford-uuid:0f566e93-bfbb-42c5-aba5-86b131b6e724
institution University of Oxford
last_indexed 2024-03-06T18:48:25Z
publishDate 1999
record_format dspace
spelling oxford-uuid:0f566e93-bfbb-42c5-aba5-86b131b6e7242022-03-26T09:50:40ZThe approximation theory for the p−version finite element method and application to non−linear elliptic PDEsJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:0f566e93-bfbb-42c5-aba5-86b131b6e724Department of Computer Science1999Ainsworth, MKay, D
spellingShingle Ainsworth, M
Kay, D
The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title_full The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title_fullStr The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title_full_unstemmed The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title_short The approximation theory for the p−version finite element method and application to non−linear elliptic PDEs
title_sort approximation theory for the p version finite element method and application to non linear elliptic pdes
work_keys_str_mv AT ainsworthm theapproximationtheoryforthepversionfiniteelementmethodandapplicationtononlinearellipticpdes
AT kayd theapproximationtheoryforthepversionfiniteelementmethodandapplicationtononlinearellipticpdes
AT ainsworthm approximationtheoryforthepversionfiniteelementmethodandapplicationtononlinearellipticpdes
AT kayd approximationtheoryforthepversionfiniteelementmethodandapplicationtononlinearellipticpdes