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Andreas Veeser

Mathematiker

Name	Andreas Veeser
Time	1998- (Wirkungsdaten)
Place	Mailand (Wirkungsort) Freiburg im Breisgau (Wirkungsort) Augsburg (Wirkungsort) Deutschland Italien
Gender	männlich
Academic degree	Prof. (2012)
Profession	Mathematiker (characteristic profession) Hochschullehrer
Variant	A. Veeser
Related	Università degli studi di Milano. Dipartimento di matematica "Federigo Enriques" (Professor) Albert-Ludwigs-Universität Freiburg. Fakultät für Mathematik und Physik Institut für Mathematik Augsburg
Source	Homepage: http://www.mat.unimi.it/users/veeser/research.html (Stand: 14.09.2023) ResearchGate: https://www.researchgate.net/profile/Andreas-Veeser (Stand: 14.09.2023) https://www.unimi.it/en/ugov/person/andreas-veeser (Stand: 14.09.2023) LCAuth
Record type	Person
GND-Identifier	1240729596
Record ID	1240729596
Involved in show all Near-Best Adaptive Approximation on Conforming Meshes Oscillation in a posteriori error estimation Quasi-best approximation in optimization with PDE constraints Positivity Preserving Gradient Approximation with Linear Finite Elements Oscillation in a posteriori error estimation Quasi-best approximation in optimization with PDE constraints Convergence of adaptive finite element methods with error-dominated oscillation Approximating Gradients with Continuous Piecewise Polynomial Functions Multiscale and adaptivity: modeling, numerics and applications : C.I.M.E. summer school, Cetraro, Italy 2009 Multiscale and Adaptivity: Modeling, Numerics and Applications : C.I.M.E. Summer School, Cetraro, Italy 2009 Basic convergence results for conforming adaptive finite elements Hierarchical error estimates for the energy functional of obstacle problems A basic convergence result for conforming adaptive finite elements A Basic Convergence Result for Conforming Adaptive Finite Elements Convergence of finite elements adapted for weak norms Convergence of Finite Elements Adapted for Weak Norms Pointwise A Posteriori Error Estimates for Monotone Semi-linear Equations Pointwise a posteriori error control for elliptic obstacle problems Convergent adaptive finite elements for the nonlinear Laplacian On the a-posteriori error analysis for equations of prescribed mean curvature Pointwise a posteriori error control for elliptic obstacle problems Stability of flat interfaces during semidiscrete solidification Efficient and reliable a posteriori error estimators for elliptic obstacle problems Simulation and numerical analysis of dendritic growth On a posteriori error estimation for constant obstacle problems Fehlerabschätzungen für ein Verfahren zur Berechnung von zweidimensionalen Dendritten Fehlerabschätzungen für ein Verfahren zur Berechung von zweidimensionalen Dendriten Mean curvature flow of graphs with a driving force

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Katalog der Deutschen Nationalbibliothek

Andreas Veeser

Near-Best Adaptive Approximation on Conforming Meshes

Oscillation in a posteriori error estimation

Quasi-best approximation in optimization with PDE constraints

Positivity Preserving Gradient Approximation with Linear Finite Elements

Oscillation in a posteriori error estimation

Quasi-best approximation in optimization with PDE constraints

Convergence of adaptive finite element methods with error-dominated oscillation

Approximating Gradients with Continuous Piecewise Polynomial Functions

Multiscale and adaptivity: modeling, numerics and applications : C.I.M.E. summer school, Cetraro, Italy 2009

Multiscale and Adaptivity: Modeling, Numerics and Applications : C.I.M.E. Summer School, Cetraro, Italy 2009

Basic convergence results for conforming adaptive finite elements

Hierarchical error estimates for the energy functional of obstacle problems

A basic convergence result for conforming adaptive finite elements

A Basic Convergence Result for Conforming Adaptive Finite Elements

Convergence of finite elements adapted for weak norms

Convergence of Finite Elements Adapted for Weak Norms

Pointwise A Posteriori Error Estimates for Monotone Semi-linear Equations

Pointwise a posteriori error control for elliptic obstacle problems

Convergent adaptive finite elements for the nonlinear Laplacian

On the a-posteriori error analysis for equations of prescribed mean curvature

Pointwise a posteriori error control for elliptic obstacle problems

Stability of flat interfaces during semidiscrete solidification

Efficient and reliable a posteriori error estimators for elliptic obstacle problems

Simulation and numerical analysis of dendritic growth

On a posteriori error estimation for constant obstacle problems

Fehlerabschätzungen für ein Verfahren zur Berechnung von zweidimensionalen Dendritten

Fehlerabschätzungen für ein Verfahren zur Berechung von zweidimensionalen Dendriten

Mean curvature flow of graphs with a driving force