This paper presents a Nash game formulation for solving the ill-posed Cauchy problem associated with Laplace’s equation. The data completion task is recast as a two-player static game, where each player controls a virtual Dirichlet condition on the ...
Saber Amdouni +2 more
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A new error estimate on uniform norm of Schwarz algorithm for elliptic quasi-variational inequalities with nonlinear source terms. [PDF]
Mehri A, Saadi S.
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When studying non-linear (higher order MUSCL type) finite volume approximation of a linear convection diffusion problem, one is confronted with a question whether the corresponding nonlinear discrete problem is solvable. In this contribution we note that
Mirko Rokyta
core
An optimized finite element extrapolating method for 2D viscoelastic wave equation. [PDF]
Xia H, Luo Z.
europepmc +1 more source
A stabilized MFE reduced-order extrapolation model based on POD for the 2D unsteady conduction-convection problem. [PDF]
Xia H, Luo Z.
europepmc +1 more source
Elliptic interface problem approximated by CutFEM: II.
This paper investigates an elliptic interface problem with discontinuous diffusion coefficients discretized by finite elements on unfitted meshes, employing the CutFEM method. The main contribution is the a posteriori error analysis based on equilibrated
Aimene Gouasmi, Daniela Capatina
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Adaptive Morley element algorithms for the biharmonic eigenvalue problem. [PDF]
Li H, Yang Y.
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A POSTERIORI ERROR ANALYSIS OF TWO STAGE COMPUTATION METHODS WITH APPLICATION TO EFFICIENT DISCRETIZATION AND THE PARAREAL ALGORITHM. [PDF]
Chaudhry JH +4 more
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On the ROF Model in Rectilinear Anisotropy: Piecewise Constant Approximation and Universal Minimality. [PDF]
Kirisits C, Setterqvist E.
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A posteriori error estimates for mixed-dimensional Darcy flow using non-matching grids. [PDF]
Varela J +3 more
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