The $L^2$-Projection and Quasi-Optimality of Galerkin Methods for Parabolic Equations von Tantardini, Francesca, Veeser, Andreas

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Approximating Gradients with Continuous Piecewise Polynomial Functions von Veeser, Andreas

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Quasi-Optimal Nonconforming Methods for Symmetric Elliptic Problems. II---Overconsistency and Classical Nonconforming Elements von Veeser, Andreas, Zanotti, Pietro

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Quasi-Optimal Nonconforming Methods for Symmetric Elliptic Problems. I---Abstract Theory von Veeser, Andreas, Zanotti, Pietro

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QUASI-OPTIMAL NONCONFORMING METHODS FOR SYMMETRIC ELLIPTIC PROBLEMS. III—DISCONTINUOUS GALERKIN AND OTHER INTERIOR PENALTY METHODS von VEESER, ANDREAS, ZANOTTI, PIETRO

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Oscillation in a posteriori error estimation von Kreuzer, Christian, Veeser, Andreas

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Near-Best Adaptive Approximation on Conforming Meshes von Binev, Peter, Fierro, Francesca, Veeser, Andreas

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THE L²-PROJECTION AND QUASI-OPTIMALITY OF GALERKIN METHODS FOR PARABOLIC EQUATIONS von TANTARDINI, FRANCESCA, VEESER, ANDREAS

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An efficient and reliable residual-type a posteriori error estimator for the Signorini problem von Krause, Rolf, Veeser, Andreas, Walloth, Mirjam

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A nodally bound-preserving finite element method von Barrenechea, Gabriel R, Georgoulis, Emmanuil H, Pryer, Tristan, Veeser, Andreas

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Quasi-best approximation in optimization with PDE constraints von Gaspoz, Fernando, Kreuzer, Christian, Veeser, Andreas, Wollner, Winnifried

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Adaptive finite element methods von Bonito, Andrea, Canuto, Claudio, Nochetto, Ricardo H., Veeser, Andreas

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Efficient and Reliable a Posteriori Error Estimators for Elliptic Obstacle Problems von Veeser, Andreas

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Best Error Localizations for Piecewise Polynomial Approximation of Gradients, Functions and Functionals von Veeser, Andreas

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On the a posteriori error analysis for equations of prescribed mean curvature von Francesca Fierro, Veeser, Andreas

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Poincaré constants for finite element stars von Veeser, Andreas, Verfürth, Rüdiger

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Quasi-Optimality Constants for Parabolic Galerkin Approximation in Space von Tantardini, Francesca, Veeser, Andreas

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Convergent adaptive finite elements for the nonlinear Laplacian von VEESER, Andreas

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Convergence of Adaptive Finite Element Methods with Error-Dominated Oscillation von Kreuzer, Christian, Veeser, Andreas

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Quasi-Optimal Nonconforming Methods for Second-Order Problems on Domains with Non-Lipschitz Boundary von Veeser, Andreas, Zanotti, Pietro

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