MAFELAP 2013 - MINI SYMPOSIA
Organiser Symposium Subject Title and/or Area Speakers (tentative)  
AINSWORTH, Mark
ERN, Alexandre
VOHRALIK, Martin
New advances in a posteriori error estimation Lars Diening (University of Munich) Instance optimality for the maximum strategy
Omar Lakkis (University of Sussex) Error control for explicit timestepping methods for the second order wave equation
Dirk Praetorius (Vienna University of Technology) Quasi-optimal AFEM for non-symmetric operators
Richard Rankin (Rice University, Houston) Computable error bounds for finite element approximation on non-polygonal domains
Sergey Repin (Steklov Institute of Mathematics, St. Petersburg) On mathematical methods generating fully reliable a posteriori estimates for nonlinear boundary value problems
Kunibert Siebert (Univesity of Stuttgart) Analysis of adaptive finite elements
Tomas Vejchodsky (Czech Academy of Sciences, Prague) Guaranteed and robust error bounds for singularly perturbed problems in arbitrary dimension
Martin Vohralik (INRIA Paris-Rocquencourt) A framework for robust a posteriori error control in unsteady nonlinear advection-diffusion problems
 
ANTONIETTI, Paola
HOUSTON, Paul
PERUGIA, Ilaria
Computational challenges in Discontinuous Galerkin methods Blanca Ayuso de Dios, CRM, Spain tba
Eric Chung, The Chinese University of Hong Kong, Hong Kong, Staggered discontinuous Galerkin methods for the Maxwell's equations
Andreas Dedner, University of Warwick, UK
tba
Xiaobing Feng, The University of Tennessee, USA, Discontinuous Galerkin methods for phase field models of moving interface problems
Manolis Georgoulis, University of Leicester, UK, Convergence and adaptivity for a discontinuous Galerkin multiscale method
Mat Larson, Umea University, Sweden
tba
Asieh Parsania, Universitat Zurich, Switzerland, General DG-methods for highly indefinite Helmholtz problems
Sander Rhebergen, University of Twente, The Netherlands
Beatrice Riviere, Rice University, USA
tba
Natasha Sharma, University of Heidelberg, Germany, A cochain complex for interior penalty methods: error estimates and multigrid through differential relations
Gudi Thirupadi, India, On the convergence of adaptive discontinuous Galerkin methods
Thomas Whiler, University of Bern, Switzerland, Mixed hp-DGFEM for linear elasticity in 3D
 
APEL, Thomas A priori finite element error estimates in optimal control Sven Beuchler, University of Bonn, Boundary concentrated FEM for optimal control problems
Konstantinos Chrysafinos, National TU Athens, Error estimates for the velocity tracking problem using duality arguments (with Casas)
Klaus Deckelnick, Otto-von-Guericke, University Magdeburg, Convergence and error analysis of a numerical method for the identification of matrix parameters in elliptic PDEs
Thomas Flaig, UniBw Munchen, Crank-Nicolson and Störmer-Verlet discretization schemes for optimal control problems with parabolic partial differential equations (with Apel)
Dmitriy Leykekhman, Connecticut University, A priori error estimates for parabolic optimal control problems with point controls
Mariano Mateos, University de Oviedo, Error estimates for Dirichlet control problems in polygonal domains (with Apel, Pfefferer and R
ösch)  
Dominik Meidner, TU Munchen, Optimal error estimates for finite element discretization of elliptic optimal control problems with finitely many pointwise state constraints (with Leykekhman and Vexler)
Neela Nataraj, IIT Bombay, An interior penalty method for distributed optimal control problems governed by the biharmonic operator
Ira Neitzel, TU Munchen, On discretized nonconvex elliptic optimal control problems with pointwise state constraints (with Pfefferer and R
ösch)
Serge Nicaise, University Valenciennes, A priori error estimates for finite element methods for H^(2,1)-elliptic equations (with Apel and Flaig)
Arnd R
ösch, University Duisburg-Essen, Verification of optimality conditions and discretization error estimates (with Naß)
Olaf Steinbach, TU Graz, Optimal boundary control problems in energy spaces
Li-yeng Sung, Louisiana State University, Finite element methods for fourth order variational inequalities arising from elliptic optimal control problems (Brenner and Zhang)
Boris Vexler, TU Munchen, Sparse elliptic control problems in measure spaces: regularity and FEM discretization (with Pieper)
Winnifried Wollner, University of Hamburg, Optimal control of the Biharmonic operator (with Frei nd Rannacher)
 
BANJAI, Lehel
SAUTER, Stefan
Time-Domain Boundary Integral Equations Toufic Abboud, Ecole Polytechnique de Paris
Lehel Banjai, Heriot-Watt & Max Planck Institute in Leipzig, FEM-BEM coupling in time-domain
Penny Davies, University of Strathclyde, Convolution-in-time approximations of TDBIEs
Michael Messner, TU Graz, Solving the heat equation with a fast multipole Galerkin boundary element method
Stefan Sauter, University of Zurich
Francisco Javier Sayas, University of Delaware, Time domain analysis of time domain BIE
Johannes Tausch, Southern Methodist University, BEM for parabolic phase phange problems with moving interfaces
Elwin van't Wout, National Aerospace Laboratory, NLR, Using space-time Galerkin stability theory to define a robust collocation method for time-domain boundary integral equations in electromagnetics
Alexander Veit, University of Zurich, Adaptive methods for retarded boundary integral equations
Daniel Weile, University of Delaware, A hyprid approach to the time marching solution of Maxwell's equations
 
BANKS, H.T. Mathematical and Statistical Modeling in Biology Daniel Gerecht, University of Heidelberg, Germany, Efficient numerical methods for couled PDE-ODE systems: An application in intercellular signaling
Zack Kenz, North Carolina State University, USA, Modeling and inverse problem considerations for a viscoelastic tissue model
Carola Kruse, Brunel University, UK tba
Dwij Mehta, Barts & The London School of Medicine & Dentistry
 
BAUMAN, Paul T
PRUDHOMME, Serge
VAN DER ZEE, Kris
Error Estimation and adaptive Modelling Yun Bai, EPFL, Switzerland
Paul Bauman, ICES, University of Texas, USA, Error estimation and adaptive modeling for viscous incompressible flows
Varis Carey, ICES, University of Texas, USA
Alexandre Ern, Cermics, ENPC, France, Adaptive inexact Newton methods with a posteriori stopping criteria for nonlinear diffusion PDEs
Kris van der Zee, Eidenhoven University of Technology, The Netherlands
Andreas Veeser, Università degli Studi di Milano, Italy, AFEM versus adaptive tree approximation
 
BEIRAO DA VEIGA, Lourenco
BUFFA, Annalisa
Foundations of Isogeometric Analysis Rémi Abgrall, INRIA, Bordeaux, France
Michel Bercovier, Hebrew University of Jerusalem, Israel
Nathan Collier, KAUST, Saudi Arabia
John A. Evans, ICES, The University of Texas at Austin, USA
Bert Juettler, Johannes Kepler Univerity, Linz, Austria
Carla Manni, Universit
à di Roma, Italy
Angelos Mantzaflaris, RICAM, Austria
Giancarlo Sangalli, Universit
à di Pavia, Italy
Bernd Simeon, Technische Universit
ät Kaiserslautern, Germany
Robert N. Simpson, Cardiff University, UK
Hendrik Speelers, Heverlee, Belgium
Satyendra Tomar, RICAM, Linz, Austria
Rafael Vazquez Hernandez, IMATI, Università di Pavia, Italy
 
BESPALOV, Alexey
NICAISE, Serge
Finite elements for problems with singularities Thomas Apel, UniBw Munchen, Anisotropic mesh refinement in polyhedral domains:error estimates with data in $L^2(\Omega)$
Maria Gabriela Armentano, Universidad de Buenos Aires, Argentina, Eigenvalue problems in a non-Lipschitz domain
Patrick Ciarlet, ENSTA, ParisTech
Eugenie Hunsicker, Loughborough University, UK
Seokchan Kim, Changwon National University, Korea
Natalia Kopteva, Limerick University, Ireland, Linear finite elements may be only first-order pointwise accurate on anisotropic triangulations (tbc)
Victor Nistor, Penn State University, USA
Christos Xenophontos, University of Cyprus
(tbc)
Thomas Wihler, University of Bern, Switzerland
 
BRENNER, Susanne                       BÖHMER, Klaus                  NEILAN, Michael Numerical methods for fully nonlinear elliptic equations Gerard Awanou, University of Illinois at Chicago
Klaus Böhmer, Philipps University of Marburg
Oleg Davydov, University of Strathclyde
Xiaobing Feng, University of Tennessee
Max Jensen, University of Durham
Omar Lakkis, University of Sussex
Micheael Neilan, University of Pittsburgh
Tristan Pryer, University of Kent
 
CANGIANI, Andrea
MANZINI, Gianmarco
Innovative compatible and mimetic discretizations for partial differential equations Lourenco Beirao da Veiga, Universit of Milano-Statale, Italy
Andrea Cangiani, University of Leicester, UK
Panagiotis Chatzipantelidis, University of Crete, Greece
Daniel Elfverson, Uppsala University, Sweden
Ilya Lashuk, Lawrence Livermore National Laboratory, USA
Gianmarco Manzini, Los Alamos National Laborator, New Mexico, USA
Andrea Moiola, University of Reading, UK
Alessandro Russo, University of Milano-Bicocca, Italy tbc
Daniil Svyatskiy, Los Alamos National Laboratory, New Mexico, USA
Frederic Valentin, Laborat
ório National de Computação Cientifica, Brazil
Marco Verani, Politecnico di Milano-MOX, Italy
 
CESMELIOGLU, Aycil
RHEBERGEN, Sander
VAN DER VEGT, Jaap
Discontinuous Galerkin methods in fluid flows Aycil Cesmelioglu, University of Oakland, USA, HDG methods for the Oseen equations
Ethan Kubatko, Ohio State University, USA
Tatyana Medvedeva, University of Twente, The Netherlands
Frederick Qiu, City University of Hong Kong, Commuting diagram of TNT elements on cubes
Sander Rhebergen, University of Oxford, Space-time (H)DG methods for incompressible flows
Lulu Tian, University of Twente, The Netherlands, LDG methods for hyperbolic-elliptic PDE's
Danail Vassilev, University of Exeter, UK
 
CHERNOV, Alexey
MAISCHAK, Matthias
Numerical methods for contact and other geometrically non-linear problems Petr Beremlijski, TU Ostrava, Czech Republic, Parallel solution of contact shape optimization problems with Coulomb friction based on domain decomposition
Alexey Chernov, Bonn Universität, Germany
Zdenek Dostal, TU Ostrava, Czech Republic, Scalable TFETI for contact problems with variationally consistent discretization
Guillaume Drouet, Toulouse University,France
Joachim Gwinner
Rolf Krause
Matthias Maischak, Brunel University, UK
Alexandros Markopoulos, TU Ostrava, Czech Republic, Parallel solution of contact problems based on TFETI
Lukas Pospisil, TU Ostrava, Czech Republic, Optimal active-set and spectral algorithms for the solution of 3D contact problems with anisotripic friction
Andreas Schroeder, University of Salzburg, Austria
Ernst P. Stephan, Hannover Universit
ät, Germany
Oldrich Vlach, TU Ostrava, Czech Republic, Scaling in the TFETI based algorithms for contact problems
Jonathan Youett, Freie Universit
ät, Berlin, Germany
 
DEMLOW, Alan
LEYKEKHMAN, Dmitriy
Global and local error estimates for problems with singularities or low regularity Alan Demlow, University of Kentucky, USA
Yekaterina Epshteyn, University of Utah, USA
Thirupathi Gudi, Indian Institute of Science Bangalore, India
Dmitriy Leykekhman, University of Connecticut, USA
Michael Neilan, University of Pittsburgh, USA
Jeff Ovall, University of Kentucky, USA
Francesca Tantardini, Milan University, Italy
 
ELLIOTT, Charlie PDEs on Surfaces Pravin Madhavan, Warwick Unversity  Discontinuous Galerkin methods for surface PDEs
Anotida Madzvamuse, University of Sussex Radially projected finite elements for reaction-diffusion systems on stationary spheroidal surfaces
Andriy Sokolov, Dortmund University, Numerical Simulations of Chemotaxis-Driven PDEs on surfaces
Vanessa Styles, Sussex University ALE surface finite element methods for solving PDEs on evolving surfaces
 
ELSHEIKH, Ahmed H.
GANIS, Ben
WHEELER, Mary
Numerical modeling of flow in subsurface reservoirs Andres Arraras, Universidad Publica de Navarra, Spain
Ahmed H. Elsheikh, University of Texas, Austin
Christian Engwer, University of Munster, Germany

Patrick Farrell, Imperial College, London
Ben Ganis, University of Texas, Austin
Christian Goll, Heidelberg University, Germany
Peyman Mostaghimi, Imperial College, London
Gergina Pencheva, ICES, University of Texas at Austin, USA
Ali Qaseminejad Raeini, Imperial College, London
Stefano Scial
ò, Politecnico di Torino, Italy
Mary Wheeler, University of Texas, Austin
Ivan Yotov, University of Pittsburgh, USA
 
HEUER, Norbert
MEDDAHI, Salim
Finite Element Methods for Multiphysics Problems Raimund Bürger, Universidad de Concepción
Salim Meddahi, Universidad de Oviedo
Michael Neilan, University of Pittsburgh
Ricardo Oyarzua, University of British Colombia
Francisco-Javier Sayas, University of Delaware
Ernst P. Stephan, Hannover University
Thanh Tran, The University of New South Wales 
 
GIANI, Stefano
GRUBISIC, Luka
OVALL, Jeffrey
Elliptic Eigenvalue Problems:Recent Developments in Theory and Computation Monique Dauge, University Rennes 1, France
Christian Engstroem, Umea University, Sweden, Finite element analysis of a non-self-adjoint quadratic eigenvalue problem
Dietmar Gallistl, Berlin, Germany, Adaptive nonconforming Crouzeix-Raviart FEM for eigenvalue problems
Joscha Gedicke, Berlin, Germany, Guaranteed lower bounds for eigenvalues
Peter Gerdts, Aachen University, Germany, Solving the sparse eigenvalue problem via automated multilevel substructuring and hierarchical matrices
Luka Grubisic, University of Zagreb, Croatia
Xuefeng Liu, Waseda University, Japan
Agnieszka Miedlar, Berlin, Germany
David Mora, University of Bío-Bío, Chile, Spectral analysis for a mixed finite element formulation of the elasticity equations
Jeffrey Ovall, University of Kentucky, USA
Stefan Sauter, University of Zurich, Switzerland
Qiang Ye, University of Kentucky, USA, Accurate computations of matrix eigenvalues with applications to differential operators
 
GOPALAKRISHNAN, Jay
SCHOEBERL, Joachim
High order finite element methods: A mini symposium celebrating Leszek Demkowicz's contributions Mark Ainsworth, Brown University, USA
Sven Beuchler, University of Bonn, Germany
Annalisa Buffa, IMATI, CNR, Italy
Tan Bui-Thanh, ICES, University of Texas at Austin, USA, A PDE-constrained approach to the discontinuous Petrov-Galerkin method with a trust region inexact Newton-CG solver
Witold Cecot, Cracow University of Technology, Poland
Alexey Chernov, University of Bonn, Germany
Leszek Demkowicz, University of Texas at Austin, USA
Jay Gopalakrishnan, Portland State University, USA
Thomas Hagstrom, Southern Methodist University, USA
Harri Hakula, Aalto University, Finland
Norbert Heuer,  Pontificia Universidad Catolica de Chile
Paul Houston, Nottingham University, UK
Ulrich Langer, University of Linz, Austria
Paul Ledger, Swansea University, UK
Jichun Li, University of Nevada, USA
Ignacio Muga, Pontificia Universidad Catolica de Valparaiso, Chile
Hieu Nguyen, Heriot-Watt University, UK
Antti H. Niemi
Nilima Nigam, Simon Fraser University, Canada
Jens Melenk, Vienna University of Technology, Austria
Martin Neumuller, Technical Univesity of Graz, Austria
Eun-Jae Park, Yonsi University, Korea
Abani Patra,
Weifeng Qiu
Waldek Rachowicz
Nate Roberts
Barna Szabo, Washington University, USA
Joachim Schoeberl, Vienna University of Technology, Austria
Hongrui Wang, University of Strathclyde, UK
Jilu Wang, City University of Hong Kong, Hong Kong, A new error analysis for Crank-Nicolson Galerkin FEMs for a generalized nonlinear Schoedinger equation
Tim Warburton, Rice University, USA
Adam Zdunek
 
GRASEDYCK, Lars
KHOROMSKIJ, Boris
SAVOSTYANOV, Dmitry
Low Rank Tensor Based Numerical Methods Markus Bachmayr, RWTH Aachen, Adaptive methods based on tensor representations of coefficient sequences and their complexity analysis
Jonas Ballani, RWTH Aachen, Germany, Black box approximation strategies in the hierarchical tensor format
Sergey Dolgov, MPI MIS, Leipzig, Germany, Fast adaptive alternating linear schemes in higher dimensions. Part 1: linear systems
Vladimir Kazeev, ETH, Zuerich, Switzerland, hp-DG time stepping for high-dimensional evolution problems with low-rank tensor structure
Venera Khoromskaia, MPI MiS Leipzig, Germany, Hartree-Fock eigenvalue solver using tensor-structureed two-electron integrals
Boris Khoromskij, MPI MiS Leipzig, Germany, Super-fast numerical methods for PDEs discretized in quantized tensor space
Dmitry Savostyanov, Southampton University, UK, Fast adaptive alternating linear schemes in higher dimensions. Part 2: eigenvalue problem
Eugene Tyrtyshnikov, INM RAS Moscow, Russia, Optimization using tensor decompositions with drug design applications
 
GROHS, Philipp
SANDER, Oliver
Finite Elements in Nonlinear Spaces Philipp Grohs, ETH Zurich, Switzerland, Intrinsic Approximation of Geometric Data
Hanne Hardering, FU Berlin, Germany, Intrinsic discretization error bounds for geodesic finite element approximation of elliptic minimization problems
Andreas Weinmann, TU Munchen, Germany
Thomas Yu, Drexel University, USA, Subdivision Methods for the Canhan-Helfrich model
 
GUNZBURGER, Max Stochastic Finite Elements and PDEs Julia Charrier, ENS Cachan, France
Alexandre Ern, CERMICS, France
Angela Kunoth, Paderborn University, Germany
Stig Larsson, Chalmers University, Sweden
Eric Phipps, Sandia National Laboratories, USA
Claudia Schillings, ETH-Zurich, Switzerland
David Silvester, University of Manchester, UK
Aretha Teckentrup, University of Bath, UK
 
HANNUKAINEN, Antti
NANNEN, Lothar
Novel Methods for Time-Harmonic Wave Equations Antti Hannukainen, Aalto University, Finland
Domenico Lahaye, TU Delft, The Netherlands
Matthias Liertzer, TU Vienna, Austria
Lothar Nannen, TU Vienna, Austria
Joe Pasciak, TAMU, USA
Euan Spence, University of Bath, UK
 
JOHN, Volker
KNOBLOCH, Petr
NOVO, Julia
Finite Element Methods for Convection-Dominated Problems Daniel Arndt, University of Goettingen, Germany
Gabriel Barrenechea, University of Strathclyde, UK
Markus Bause, Helmut Schmidt University Hamburg, Germany
Erik Burman, Sussex University, UK
Ram
ón Codina, Universitat Politecnica de Catalunya, Spain
Helene Dallman, University of Goettingen, Germany
Javier de Frutos, Spain
Sashikumaar Ganesan, Indian Institute of Science Bangalore
Bosco García-Archilla, Universidad de Sevilla, Spain
Volker John, WIAS BERLIN, Germany
Petr Knobloch, Charles University, Czech Reputlic
Alexander Linke, WIAS Berlin, Germany
Gert Lube, University of Goettingen, Germany
Gunar Matthies, University of Kassel, Germany
Julia Novo, Spain
Friedhelm Schieweck, University of Magdeburg, Germany
Hang Si, WIAS Berlin, Germany
Lutz Tobiska, University of Magdeburg, Germany
 
KLAWONN, Axel
STARKE, Gerhard
Non-Standard Finite Elements and Solvers in Solid Mechanics Sabrina Gippert, University of Cologne, A new coarse space for FETI-DP in the context of almost incompressible elasticity
Axel Klawonn, University of Cologne, Nonlinar FETI-DP and BDDC methods
Benjamin Mueller, University of Duisburg-Essen, LSFEM for geometrically and physically nonlinear elasticity problems
Oliver Rheinbach, TU Bergakademie Freiberg, An approach to adaptive coarse spaces in FETI-DP methods
Oliver Sander, RWTH Aachen, Geodesic finite elements
Alexander Schwarz, University of Duisburg-Essen, Aspects on mixed least-squares finite elements for hyperelastic problems
Bernd Simeon, TU Kaiserslautern, On isogeometric finite elements in solid mechanics and vibrational analysis
Gerhard Starke, Universität Duisburg-Essen, Momentum balance in first-order system finite element methods for elasticity
 
KOSTIN, Georgy
SAURIN, Vasily
Integrodifferential Relations in Direct and Inverse Problems of Mathematical Physics Harald Aschemann, University of Rostock, Germany
Georgy Kostin, Russian Academy of Sciences, Moscow
Andreas Rauh, University of Rostock, Germany
Vasily Saurin, Russian Academy of Sciences, Moscow
 
KRIVODONOVA, Lilia
RYAN, Jennifer
Superconvergence in DG: analysis and accuracy recovery Mike Kirby, University of Utah, USA, Smoothness-increasing accuracy-conserving (SIAC) filters for post-processing unstructured discontinuous Galerkin fields
Lilia, Krivodonova,
Xiaozhou Li, Delft University of Technology
Kassem Mustapha, King Fahd University of Petroleum and Minerals
Jingmei Qiu, University of Houston, USA, A new lax-Wendroff discontinuous Galerkin method with super convergence
Jennifer Ryan, University of East Anglia, UK
 
MIKHAILOV, Sergey Boundary-Domain Integral Equations                                                                 Otar Chkadua, Localized boundary-domain integral equations approach for Dirichlet and Robin problems of the theory of piezo-elasticity for inhomogeneous solids
Richards Grzhibovskis,
Sergey Mikhailov, Brunel University, UK, Spectral properties and perturbations of united boundary-domain integro-differential equations
David Natroshvili, University of Georgia, Acoustic scattering by inhomogeneous anisotropic obstacle: boundary-domain integral equation approach
 
PRAETORIUS, Dirk                          SCHREFL, Thomas Computational Micromagnetics Claas Abert, Hamburg University, Magnum fe: a micromagnetic finite element code based on FEniCS
Karel Van Bockstal, Ghent University, A nonlocal parabolic and hyperbolic model for type-I superconductors
Florian Bruckner, Multiscale simulation of magnetic nanostructures
Gino Hrkac, Sheffield University, Finite element and boundary element method in magnetic spin transport and magnetic hybrid structures
Dirk Praetorius, TU Vienna, Coupling and numerical integration of LLG
 
RICHTER, Thomas
WICK, Thomas
Sensitivity analysis and optimization for fluid-structure interaction problems Damiano Lombardi, F. Gerbeau Parameter identification in fluid-structure interaction applied to cardiovascular systems
Thomas Richter, University of Heidelberg Goal-oriented error estimation and optimization of fluid-structure interactions
Thomas Wick, ICES, UT Austin Optimization of coupled problems in subsurface modeling in non-overlapping domains
Winnifried Wollner, University of Hamburg Calculation of sensitivities for fluid-structure interactions
 
RÜDE, Ulrich Large scale computing with applications Martin Berzins, University of Utah, Adaptive Asychronous Parallel Calculations at Petascale using Uintah
Carsten Burstedde, Bonn University, Germany,
Markus Geveler, TU Dortmund, Germany
Olaf Ippisch, Heidelberg University, Germany, Massive parallel simulation of water and solute transport in porous media
Peter Jimack, Leeds University
Guido Kanschat, University of Heidelberg, Germany, Thoughts on general purpose finite element libraries and hybrid programming
Rolf Krause, University of Lugano, Switzerland, Patching Adaptivity for Large Scale Problems - A new lightweight adaptive scheme and its application in computational electrocardiology
Eicke Mueller, University of Bath, UK, Fast and scalable elliptic solvers for anisotropic problems in geophysical modelling
Tobias Neckel, TU Muenchen, Germany
Aurel Neic, Graz University, Austria, On large-scale mechanics simulations with the parallel toolbox
Joachim Schoeberl, TU Vienna, Austria
Georg Stadler, ICES, University of Texas, USA
Satyendra Tomar, OEAW, Austria, Optimal order algebraic multilevel iteration methods for problems in H(div) and H(curl) spaces
 
RYAN, Jennifer
VERMOLEN, Fred
Numerical Methods for Reaction-Transport Equations with Applications in Medicine Andrew Cookson
Etelvina Javierre, Zargoza, Spain
Daniel Koppenol
Anotida Madzvamuse, Sussex Universtiy, UK
Richard Schugart, Western Kentucky University, USA
Fred Vermolen, Delft University, The Netherlands
Irene Vignon-Clementel, INRIA, France
 
SCHANZ, Martin
STEINBACH, Olaf
Analysis and applications of boundary element methods Timo Betcke, UCL, UK, tba
Beatrice Bugert, WIAS,Berlin, Germany, A recursive integral equations approach for electromagnetic scattering by biperiodic multilayer gratings
Markus Faustmann, TU Wien, Austria, tba
Michael Feischl, TU Wien, Austria, Recent results on adaptive BEM
Thomas Führer, TU Wien, Austria, One-equation FEM-BEM coupling for elasticity problems
Mahadevan Ganesh, Colorado School of Mines, USA, A reduced basis boundary element method for a class of parameterized electromagnetic scatering models
Heiko Gimperlein, University of Copenhagen, Denmark, Retarded potential boundary integral equations for sound radiation in a half space
Norbert Heuer, Pontificia Universidad Catolica de Chile, tba
Michael Karkulik, Pontificia Universidad Catolica de Chile, Adaptive nonconforming boundary element methods
Dalibor Lukas, TU Ostrava, Czech Republic, tba
Markus Melenk, TU Wien, Austria, tba
Guenther Of, TU Graz, Austria, On the ellipticity of coupled finite element and one-equation boundary element methods for boundary value problems
Antoine Sellier, Ecole Polytechnique Palaiseau, Stokes flow about a collection of slip solid particles
Gerhard Unger, TU Graz, Austria, Boundary element methods for resonance problems
Jan Zapletal, TU Ostrava, Czech Repbulic
 

WIHLER, Thomas
Numerical Methods for Parabolic Equations Manolis Georgoulis, University of Leicester, UK
Bärbel Janssen, Universität Bern, Switzerland
Irene Kyza
Omar Lakkis, Sussex University, UK
Buyang Li
Charalambos Makridakis, University of Crete, Greece
Kassem Mustapha, King Fahd University of Petroleum and Minerals
Ilaria Perugia, University of Pavia, Italy