Fully discrete best-approximation-type estimates in \(L^\infty(I;L^2(\Omega)^d)\) for finite element discretizations of the transient Stokes equations

Titel:: Fully discrete best-approximation-type estimates in \(L^\infty(I; L^2(\Omega)^d)\) for finite element discretizations of the transient Stokes equations
Dokumenttyp:: Zeitschriftenaufsatz
Autor(en):: Behringer, Niklas; Vexler, Boris; Leykekhman, Dmitriy
Zeitschriftentitel:: IMA Journal of Numerical Analysis
Jahr:: 2022
Band / Volume:: 43
Heft / Issue:: 2
Seitenangaben Beitrag:: 852-880
Volltext / DOI:: doi:10.1093/imanum/drac009
Verlag / Institution:: Oxford University Press (OUP)
E-ISSN:: 0272-49791464-3642
Publikationsdatum:: 25.04.2022
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Fully discrete best-approximation-type estimates in \(L^\infty(I; L^2(\Omega)^d)\) for finite element discretizations of the transient Stokes equations