M. Weymuth

most citedAdaptive Local (AL) Basis for Elliptic Problems with

L^{\infty}

-Coefficients

1 citations · 1 across the 3 of their papers we have counts for

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math.NA2020

A Priori Error Analysis for an Optimal Control Problem Governed by a Variational Inequality of the Second Kind

Christian Meyer, Monika Weymuth

We consider an optimal control problem governed by an elliptic variational inequality of the second kind. The problem is discretized by linear finite elements for the state and a v…

math.NA2017

A Posteriori Modelling-Discretization Error Estimate for Elliptic Problems with L ^\infty -Coefficients

M. Weymuth, S. Sauter, S. Repin

We consider elliptic problems with complicated, discontinuous diffusion tensor $A_{0}$ . One of the standard approaches to numerically treat such problems is to…

math.NA2017★ 1 cited

Adaptive Local (AL) Basis for Elliptic Problems with $L^{\infty}$ -Coefficients

Monika Weymuth

We define a generalized finite element method for the discretization of elliptic partial differential equations in heterogeneous media. An adaptive local finite element basis (AL b…

A Priori Error Analysis for an Optimal Control Problem Governed by a Variational Inequality of the Second Kind

A Posteriori Modelling-Discretization Error Estimate for Elliptic Problems with L ^\infty -Coefficients

Adaptive Local (AL) Basis for Elliptic Problems with L∞-Coefficients

Adaptive Local (AL) Basis for Elliptic Problems with $L^{\infty}$ -Coefficients