Approximation theory for the hp−version finite element method and application to the non−linear Laplacian

Bibliographic Details
Main Authors: Ainsworth, M, Kay, D
Format: Journal article
Published: 2000
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author Ainsworth, M
Kay, D
author_facet Ainsworth, M
Kay, D
author_sort Ainsworth, M
collection OXFORD
description
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format Journal article
id oxford-uuid:b65a3cf0-3342-4330-87ae-81f6f77cd69f
institution University of Oxford
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publishDate 2000
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spelling oxford-uuid:b65a3cf0-3342-4330-87ae-81f6f77cd69f2022-03-27T04:40:21ZApproximation theory for the hp−version finite element method and application to the non−linear LaplacianJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:b65a3cf0-3342-4330-87ae-81f6f77cd69fDepartment of Computer Science2000Ainsworth, MKay, D
spellingShingle Ainsworth, M
Kay, D
Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title_full Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title_fullStr Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title_full_unstemmed Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title_short Approximation theory for the hp−version finite element method and application to the non−linear Laplacian
title_sort approximation theory for the hp version finite element method and application to the non linear laplacian
work_keys_str_mv AT ainsworthm approximationtheoryforthehpversionfiniteelementmethodandapplicationtothenonlinearlaplacian
AT kayd approximationtheoryforthehpversionfiniteelementmethodandapplicationtothenonlinearlaplacian