\(L^2(I;H^1(\Omega )^d)\) and \(L^2(I;L^2(\Omega )^d)\) best approximation type error estimates for Galerkin solutions of transient Stokes problems

Titel:: \(L^2(I; H^1(\Omega )^d)\) and \(L^2(I; L^2(\Omega )^d)\) best approximation type error estimates for Galerkin solutions of transient Stokes problems
Dokumenttyp:: Zeitschriftenaufsatz
Autor(en):: Leykekhman, Dmitriy; Vexler, Boris
Zeitschriftentitel:: Calcolo
Jahr:: 2023
Band / Volume:: 61
Heft / Issue:: 1
Volltext / DOI:: doi:10.1007/s10092-023-00560-2
Verlag / Institution:: Springer Science and Business Media LLC
E-ISSN:: 0008-06241126-5434
Publikationsdatum:: 29.12.2023
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\(L^2(I; H^1(\Omega )^d)\) and \(L^2(I; L^2(\Omega )^d)\) best approximation type error estimates for Galerkin solutions of transient Stokes problems