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Theoretical guarantees for the statistical finite element method

Theoretical guarantees for the statistical finite element method
Theoretical guarantees for the statistical finite element method
1278-1307
Papandreou, Yanni
2c2c6f4f-8b61-4d17-b482-a73b47b2125b
Cockayne, Jon
da87c8b2-fafb-4856-938d-50be8f0e4a5b
Girolami, Mark
4feb7248-7beb-4edc-8509-139b4049d23b
Duncan, Andrew
fcd49e5c-e1a6-4c8b-8e44-1d02c1b7fc48
Papandreou, Yanni
2c2c6f4f-8b61-4d17-b482-a73b47b2125b
Cockayne, Jon
da87c8b2-fafb-4856-938d-50be8f0e4a5b
Girolami, Mark
4feb7248-7beb-4edc-8509-139b4049d23b
Duncan, Andrew
fcd49e5c-e1a6-4c8b-8e44-1d02c1b7fc48

Papandreou, Yanni, Cockayne, Jon, Girolami, Mark and Duncan, Andrew (2023) Theoretical guarantees for the statistical finite element method. SIAM/ASA Journal on Uncertainty Quantification, 11 (4), 1278-1307. (doi:10.1137/21M1463963).

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Published date: 31 December 2023

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Local EPrints ID: 495751
URI: http://eprints.soton.ac.uk/id/eprint/495751
PURE UUID: df968257-5dbc-4ede-9ceb-3ecd1a5b0a98
ORCID for Jon Cockayne: ORCID iD orcid.org/0000-0002-3287-199X

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Date deposited: 21 Nov 2024 17:47
Last modified: 22 Nov 2024 03:02

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Contributors

Author: Yanni Papandreou
Author: Jon Cockayne ORCID iD
Author: Mark Girolami
Author: Andrew Duncan

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