Daniel Peterseim

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Patrick HenningRuhr-University Bochum, GermanyE-mailová adresa ověřena na: kth.se
Axel MalqvistProfessor of Mathematics, Chalmers University of Technology and University of GothenburgE-mailová adresa ověřena na: chalmers.se
Dietmar GallistlUniversität JenaE-mailová adresa ověřena na: uni-jena.de
Robert AltmannOvGU MagdeburgE-mailová adresa ověřena na: ovgu.de
Carsten CarstensenProfessor of Numerical Analysis, Humboldt BerlinE-mailová adresa ověřena na: math.hu-berlin.de
Roland MaierKarlsruhe Institute of TechnologyE-mailová adresa ověřena na: kit.edu
Moritz HauckKarlsruhe Institute of TechnologyE-mailová adresa ověřena na: kit.edu
Markus KästnerInstitute of Solid Mechanics, TU DresdenE-mailová adresa ověřena na: tu-dresden.de
Paul HennigCarl Zeiss SMT GmbH, Semiconductor Manufacturing TechnologyE-mailová adresa ověřena na: zeiss.com
Barbara VerfürthInstitut für Numerische Simulation, Universität BonnE-mailová adresa ověřena na: ins.uni-bonn.de
Malte A. PeterProfessor of Applied Analysis, University of AugsburgE-mailová adresa ověřena na: math.uni-augsburg.de
Eric ChungThe Chinese University of Hong KongE-mailová adresa ověřena na: math.cuhk.edu.hk
Daniel BalzaniRuhr-Universität BochumE-mailová adresa ověřena na: rub.de
Tatjana StykelUniversität AugsburgE-mailová adresa ověřena na: math.uni-augsburg.de
Alexander RaßloffInstitute of Solid Mechanics, TU DresdenE-mailová adresa ověřena na: tu-dresden.de
Paul SeibertInstitute of Solid Mechanics, TU DresdenE-mailová adresa ověřena na: tu-dresden.de
Christian EngwerINAM, WWU MünsterE-mailová adresa ověřena na: uni-muenster.de
Guanglian LiThe University of Hong KongE-mailová adresa ověřena na: maths.hku.hk
Francesca BonizzoniMOX - Department of Mathematics, Politecnico di MilanoE-mailová adresa ověřena na: polimi.it
Emmanuil H. GeorgoulisMathematics, Heriot-Watt University, UK & NTU Athens (NTUA), GreeceE-mailová adresa ověřena na: math.ntua.gr

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Daniel Peterseim

Universität Augsburg

E-mailová adresa ověřena na: math.uni-augsburg.de - Domovská stránka

Numerical Analysis of PDEs Computational Multiscale Methods Numerical Homogenization


Název Seřadit podle citací Seřadit podle roku Seřadit podle názvu	Citace Citace	Rok
Localization of elliptic multiscale problems A Målqvist, D Peterseim Mathematics of Computation 83 (290), 2583-2603, 2014	487	2014
Oversampling for the multiscale finite element method P Henning, D Peterseim Multiscale Modeling & Simulation 11 (4), 1149-1175, 2013	220	2013
Eliminating the pollution effect in Helmholtz problems by local subscale correction D Peterseim Mathematics of Computation 86 (305), 1005-1036, 2017	108	2017
Numerical homogenization by localized orthogonal decomposition A Målqvist, D Peterseim Society for Industrial and Applied Mathematics, 2020	100	2020
A localized orthogonal decomposition method for semi-linear elliptic problems P Henning, A Malqvist, D Peterseim ESAIM: Mathematical Modelling and Numerical Analysis 48 (5), 1331-1349, 2014	95	2014
Numerical homogenization beyond scale separation R Altmann, P Henning, D Peterseim Acta Numerica 30, 1-86, 2021	92	2021
An analysis of a class of variational multiscale methods based on subspace decomposition R Kornhuber, D Peterseim, H Yserentant ArXiv preprint 1608.04081, 2017	88	2017
Variational multiscale stabilization and the exponential decay of fine-scale correctors D Peterseim Building bridges: connections and challenges in modern approaches to …, 2016	85	2016
Stable multiscale Petrov–Galerkin finite element method for high frequency acoustic scattering D Gallistl, D Peterseim Computer Methods in Applied Mechanics and Engineering 295, 1-17, 2015	80	2015
Analysis-suitable adaptive T-mesh refinement with linear complexity P Morgenstern, D Peterseim Computer Aided Geometric Design 34, 50-66, 2015	75	2015
Efficient implementation of the localized orthogonal decomposition method C Engwer, P Henning, A Målqvist, D Peterseim Computer Methods in Applied Mechanics and Engineering 350, 123-153, 2019	71	2019
Multiscale Petrov-Galerkin method for high-frequency heterogeneous Helmholtz equations DL Brown, D Gallistl, D Peterseim Meshfree methods for partial differential equations VIII, 85-115, 2017	67	2017
Computation of eigenvalues by numerical upscaling A Målqvist, D Peterseim Numerische Mathematik 130 (2), 337-361, 2015	63	2015
Two-level discretization techniques for ground state computations of Bose-Einstein condensates P Henning, A Målqvist, D Peterseim SIAM Journal on Numerical Analysis 52 (4), 1525-1550, 2014	63	2014
Adaptive mesh refinement strategies in isogeometric analysis—a computational comparison P Hennig, M Kästner, P Morgenstern, D Peterseim Computer Methods in Applied Mechanics and Engineering 316, 424-448, 2017	59	2017
Comparison results of finite element methods for the Poisson model problem C Carstensen, D Peterseim, M Schedensack SIAM Journal on Numerical Analysis 50 (6), 2803-2823, 2012	53	2012
Sobolev gradient flow for the Gross--Pitaevskii eigenvalue problem: Global convergence and computational efficiency P Henning, D Peterseim SIAM Journal on Numerical Analysis 58 (3), 1744-1772, 2020	52	2020
Convergence of a discontinuous Galerkin multiscale method D Elfverson, EH Georgoulis, A Målqvist, D Peterseim SIAM Journal on Numerical Analysis 51 (6), 3351-3372, 2013	50	2013
Crank–Nicolson Galerkin approximations to nonlinear Schrödinger equations with rough potentials P Henning, D Peterseim Mathematical Models and Methods in Applied Sciences 27 (11), 2147-2184, 2017	48	2017
Complexity of hierarchical refinement for a class of admissible mesh configurations A Buffa, C Giannelli, P Morgenstern, D Peterseim Computer Aided Geometric Design 47, 83-92, 2016	48	2016

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