IMNA

Industrial Mathematics Network for Austria

Members

Our European partner: European Service Network for Mathematics in Industry and Innovation

Our Austrian members

Members of our industrial mathematics network are found in all parts of Austria.

Network's representative on the EU-MATHS-IN Council: Prof. Ronny Ramlau.

Applied Mathematics, University of Innsbruck

Applied Mathematics, University of Innsbruck

Contact
Address
  • University of Innsbruck
  • Applied Mathematics
  • Technikerstr. 19a
  • 6020 Innsbruck
  • Austria
Research fields
  • inverse problems
  • computerized tomography
  • photoacoustic imaging
  • signal and image processing
  • learning theory
Computational Science Center, University of Vienna

Computational Science Center, University of Vienna

Contact
Address
  • University of Vienna
  • Computational Science Center
  • Oskar Morgenstern-Platz 1
  • 1090 Wien
  • Austria
Research fields
  • photoacoustic imaging
  • geometry and simulation
  • visual attention
Industrial Mathematics Institute, JKU Linz

Industrial Mathematics Institute, JKU Linz

Contact
Address
  • Johannes Kepler University Linz
  • Industrial Mathematics Institute
  • Altenberger Str. 69
  • 4040 Linz
  • Austria
Research fields
  • inverse problems
  • mathematical algorithms for adaptive optics
  • regularization theory
  • signal and image processing
  • medical imaging
  • shape optimization
Institute of Analysis and Scientific Computing, Vienna University of Technology

Institute of Analysis and Scientific Computing, TU Wien

Head of Insitute
Contact
Address
  • Technische Universität Wien
  • Institut für Analysis und Scientific Computing
  • Wiedner Hauptstr. 8
  • 1040 Wien
  • Austria
Research fields
  • modelling and numerical simulation of quantum semiconductors
  • quantum-kinetic equations
  • open quantum systems (analysis, numerical methods)
  • absorbing and transparent boundary conditions (derivation, discretizations)
  • one-way wave propagation models in (underwater-) acoustics (numerical methods)
  • large-time behavior of parabolic and kinetic equations
  • logarithmic Sobolev inequalities
  • construction and analysis of mathematical models for complex scientific, technological, biological and economical processes and phenomena (e.g. in fluid dynamics, mechanics of solids, electrodynamics, quantum mechanics, semiconductor devices, and physiology)
  • development and analysis of efficient algorithms
  • numerical simulations, development of efficient computer codes
  • mathematical analysis (in particular for PDEs)
Institute of Computational Mathematics, Graz University of Technology

Institute of Computational Mathematics, Graz University of Technology

Contact
Address
  • Technische Universität Graz
  • Institut für Numerische Mathematik
  • Steyrergasse 30
  • 8010 Graz
  • Austria
Research fields
  • Numerical analysis of partial differential equations
  • Finite element and boundary element methods
  • Domain decomposition methods and parallelization
  • optimal control and shape optimization problems
  • eigenvalue problems for partial differential equations
  • industrial and engineering applications
Institute of Computational Mathematics, JKU Linz

Institute of Computational Mathematics, JKU Linz

Contact
Address
  • Johannes Kepler University Linz
  • Institute of Computational Mathematics
  • Altenberger Str. 69
  • 4040 Linz
  • Austria
Research fields
  • numerical methods for PDEs (FEM, BEM, IGA)
  • computational mechanics
  • computational electrodynamics
  • (parallel) scientific computing
  • fast solvers (multigrid and domain decomposition methods)
  • optimization methods
  • topology and shape optimization
Institute of Mathematics and Scientific Computing, University of Graz

Institute of Mathematics and Scientific Computing, University of Graz

Contact
Address
  • University of Graz
  • Institute of Mathematics and Scientific Computing
  • Heinrichstr. 36
  • 8010 Graz
  • Austria
Research fields
  • optimal control of partial differential equations
  • nonsmooth optimization in function spaces
  • applications of optimization and control in the life sciences
Johann Radon Institute for Computational and Applied Mathematics (RICAM)

Johann Radon Institute for Computational and Applied Mathematics

Contact
Address
  • Johann Radon Institut
  • Altenberger Str. 69
  • 4040 Linz
  • Austria
Research fields
  • direct field problems
  • inverse problems
  • symbolic computation
  • analysis of PDEs
  • optimization and control
  • mathematical methods in molecurlar and systems biology
MathConsult GmbH

MathConsult GmbH

Contact
Address
  • MathConsult GmbH
  • Altenberger Str. 69
  • 4040 Linz
  • Austria
Research fields
  • Computational finance
  • Image processing
  • Numerical simulation
  • inverse problems
University of Klagenfurt

Institute of Mathematics

Contact
Research fields
  • inverse problems
  • regularization methods
  • parameter identification in partial differential equations
  • optimization with PDE constraints
  • direct and inverse probleme in piezolectricitity and magnetics
  • nonlinear acoustics
Contact
Research fields
  • qualitative theory of (nonautonomous) dynamical systems
  • analytical discretization theory
  • nonlinear analysis
Contact
Research fields
  • efficient implementation of elliptic curve cryptography
  • fuzzy extractors for physically unclonable functions
Contact
Research fields
  • semidefinite optimization
  • nonlinear relaxations of graph optimization problems
  • algorithms for conic optimization
  • bundle methods for nonsmooth optimization
  • exact solutions of NP-hard graph problems

Institute of Statistics

Contact
Research fields
  • Optimal design of industrial and computer experiments
    • Spatio-temporal data analysis
    • Environmental network design
    • Bayesian computational statistics
    • Statistical reliability analysis in semiconductor manufacturing
Address
  • Alpen-Adria-Universität Klagenfurt
  • Universitätsstr. 65-67
  • 9020 Klagenfurt
  • Austria