Numerical Analysis of Evolution Equations

8th NAI Workshop, Innsbruck (Austria), October 14-17, 2014

Numerical Analysis of Evolution Equations

The intention of the workshop is to provide a platform for exchanging new ideas and results in the development of innovative integrators for evolution equations. The workshop covers both, theoretical and practical aspects, and wants to bring together numerical analysts working in the field as well as PhD students who intend to start in this area.

Invited speakers:

  • Tobias Jahnke (Karlsruher Institut für Technologie (KIT), Institut für Angewandte und Numerische Mathematik)
  • Pauline Lafitte-Godillon (Laboratoire MAS - Ecole Centrale Paris, Département de Mathématiques)

The workshop will take place in Innsbruck at the Bildungsinstitut Grillhof. It will start in the evening of October 14, 2014 with an informal dinner and will end on October 17, 2014 after lunch. The conference fee (including the excursion, hotel accommodation and full board, i.e. breakfast, lunch, coffee breaks, and dinner) at the Bildungsinstitut Grillhof is
330 Euro before September 9, 2014;
380 Euro from September 10, 2014.
The above registration fees cover accommodation in double rooms (with separated beds). The surcharge for single occupation is 50 Euro.

The deadline for submitting an abstract is September 21, 2014. A tentative program will be available at the end of September.

The early bird registration is already open.

The workshop is jointly organized by the Department of Mathematics at the University of Innsbruck, the Institute of Applied and Numerical Mathematics at the Karlsruhe Institute of Technology and the Department of Mathematics and Informatics at the University of Trieste.

 

Organizing committee

Alexander Ostermann (Innsbruck)
Alfredo Bellen (Trieste)
Katharina Schratz (Karlsruhe)
Brigitte Eller (Secretary, Innsbruck)

Universität Innsbruck, Institut für Mathematik
Technikerstraße 13, A-6020 Innsbruck
Phone: +43/512/507/53802 (Secretary)
Fax: +43/512/507/53899
Email: brigitte.eller@uibk.ac.at

Participants

  • Altmann, Robert (Technical University of Berlin)
  • Auzinger, Winfried (Vienna University of Technology)
  • Bras, Michal (AGH University of Science and Technology, Krakow)
  • Csomós, Petra (Hungarian Academy of Sciences)
  • Eilinghoff, Johannes (KIT Karlsruhe Institut of Technology)
  • Einkemmer, Lukas (University of Innsbruck)
  • Faragó, István (Eötvös Loránd University, Budapest)
  • Garrappa, Roberto (University of Bari - Italy)
  • Hansen, Eskil (Lund University)
  • Hell, Tobias (University of Innsbruck)
  • Hipp, David (KIT Karlsruhe Institute of Technology)
  • Hochbruck, Marlis (KIT Karlsruhe Institute of Technology)
  • Jahnke, Tobias (KIT Karlsruhe Institute of Technology)
  • Kandolf, Peter (University of Innsbruck)
  • Kassebacher, Thomas (University of Innsbruck)
  • Kolesnikov, Denis (Skolkovo Institute of science and technology)
  • Krämer, Patrick (KIT Karlsruhe Institute of Technology)
  • Lafitte-Godillon, Pauline (Laboratoire MAS - Ecole Centrale Paris)
  • Maset, Stefano (Università di Trieste)
  • Mena, Hermann (University of Innsbruck)
  • Mikl, Marcel (KIT Karlsruhe Institute of Technology)
  • Muravleva, Ekaterina (Lomonosov Moscow State University)
  • Oseledets, Ivan (Skolkovo Institute of Science)
  • Ostermann, Alexander (University of Innsbruck)
  • Pazur, Tomislav (KIT Karlsruhe Institute of Technology)
  • Podhaisky, Helmut (Martin Luther University Halle Wittenberg)
  • Prugger, Martina (University of Innsbruck)
  • Rainer, Stefan (University of Innsbruck)
  • Rainwater, Greg (University of California, Merced)
  • Schratz, Katharina (KIT Karlsruhe Institute of Technology)
  • Seyrich, Jonathan (Numerical Analysis Group Tuebingen)
  • Spielberger, Georg (University of Innsbruck)
  • Staggl, Gregor (University of Innsbruck)
  • Stillfjord, Tony (Lund University)
  • Sturm, Andreas (KIT Karlsruhe Institute of Technology)
  • Walach, Hanna (Numerical Analysis Group Tuebingen)
  • Zennaro, Marino (University of Trieste)

Talks

  • Robert Altmann: Convergence of the Rothe Method Applied to Operator DAEs
  • Winfried Auzinger: Representation and estimation of local errors for splitting methods involving two or three parts
  • Petra Csomós: Numerical Stability for Nonlinear Evolution Equations
  • Lukas Einkemmer: A numerical investigation of error propagation for semi-Lagrangian methods
  • István Faragó: On a spatial epidemic propagation model
  • Roberto Garrappa: Exponential integrators for fractional differential equations
  • Tobias Hell: Modification of dimension splitting methods for two dimensional parabolic problems and its limitations in higher dimensions
  • David Hipp: An exponential integrator for non-autonomous parabolic problems
  • Marlis Hochbruck: On the convergence of Lawson methods for semilinear stiff problems
  • Tobias Jahnke: Adiabatic integrators for the dispersion-managed nonlinear Schrödinger equation
  • Peter Kandolf: A backward error analysis for the Leja method
  • Thomas Kassebacher: Adaptive time splitting for nonlinear Schrödinger equations in the semiclassical regime
  • Denis Kolesnikov: From low-rank approximation to an efficient rational Krylov subspace method for the Lyapunov equation
  • Patrick Krämer: Efficient Time Integration of the Klein-Gordon Equation in the Non-Relativistic Limit Regime
  • Pauline Lafitte: Time-subcycling & splitting schemes: some results on the asymptotic behavior
  • Stefano Maset: An abstract framework in the numerical solution of boundary value problems for neutral functional differential equations
  • Hermann Mena: Numerical Solution of the Infinite Dimensional SLQR Problem
  • Marcel Mikl: Strang Splitting for a NLS with damping and forcing
  • Ekaterina Muravleva: Operator-splitting method for numerical modeling of unsteady viscoplastic Bingham medium flows
  • Ivan Oseledets: Time integration of tensor trains
  • Tomislav Pažur: Time integration of quasilinear Maxwell’s equations
  • Helmut Podhaisky: On positive explicit peer methods of high order
  • Martina Prugger: Baseline Performance Studies of a Hydrodynamics Code with Adaptive Mesh Refinement
  • Greg Rainwater: On the similarities and differences between classes of exponential integrators
  • Georg Spielberger: Analysis of underdamped linear systems driven by Brownian motion with the help of ARMA processes
  • Tony Stillfjord: Splitting the differential Riccati equation
  • Andreas Sturm: Locally implicit time integration for linear Maxwell’s equations
  • Marino Zennaro: Most unstable trajectories of linear switched systems

Location:

The workshop takes place at the Bildungsinstitut Grillhof (information available in German only).

Address:
Bildungsinstitut Grillhof
Grillhofweg 100, A-6080 Igls-Vill
Phone: +43/512/3838-0
Fax: +43/512/3838-50
E-mail: office@grillhof.at

Previous workshops in Innsbruck:

  • Innovative Time Integration (2012)
  • Innovative Integrators (2010)
  • Splitting methods in time integration (2008)
  • Time integration of evolution equations (2007)
  • Innovative Integrators for Differential and Delay Equations (2006)
  • Computational Life Science (2005)
  • Exponential Integrators (2004)
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