Multiscale finite element methods for an elliptic optimal control problem with rough coefficients
Journal of Scientific Computing, 2022•Springer
Multiscale Finite Element Methods for an Elliptic Optimal Control Problem with Rough
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Scientific Computing 3.Article Multiscale Finite Element Methods for an Elliptic Optimal Control
Problem with Rough Coefficients Published: 07 May 2022 Volume 91, article number 76, (2022)
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Coefficients | Journal of Scientific Computing Skip to main content Springer Nature Link Account
Menu Find a journal Publish with us Track your research Search Cart 1.Home 2.Journal of
Scientific Computing 3.Article Multiscale Finite Element Methods for an Elliptic Optimal Control
Problem with Rough Coefficients Published: 07 May 2022 Volume 91, article number 76, (2022)
Cite this article Download PDF Journal of Scientific Computing Aims and scope Submit …
Abstract
We investigate multiscale finite element methods for an elliptic distributed optimal control problem with rough coefficients. They are based on the (local) orthogonal decomposition methodology of Målqvist and Peterseim.
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