- B. Albers
- Wave properties of four | Numerical analysis of surface
- E. Bänsch
- Two-phase flow with evaporation | Melt-flow simulation in Czochralski | Optimal control of surface
- U. Bandelow
- Simulation of pulse propagation | WIAS-TeSCA simulations of laser | Thermodynamics-based modeling of semiconductor | Dynamics of semiconductor lasers
- M. Baro
- A quantum transmitting Schrödinger-Poisson
- D. Belomestny
- Statistical data analysis | Applied mathematical finance
- J. Borchardt
- Process simulation in gas
- A. Bovier
- Low temperature phases in | Stochastic dynamics | Gibbs measures of highly | Microscopic modeling in financial
- I. Bremer
- Optimization problems related to
- G. Bruckner
- Optimization of diffractive structures
- J. Cerný
- Microscopic modeling in financial
- D. Davis
- Thermocapillary instability in full-zone | Melt-flow simulation in Czochralski
- A. Demircan
- Simulation of pulse propagation
- W. Dreyer
- Phase transitions | Kinetic schemes for selected | Micro-macro transitions in the
- F. Duderstadt
- Phase transitions
- J. Elschner
- Optimization of diffractive structures | Quasilinear nonsmooth evolution systems
- V. Essaoulova
- Statistical data analysis
- K. Fleischmann
- Interacting catalytic branching processes
- J. Fuhrmann
- Three-dimensional Delaunay mesh generation | Numerical simulation of Direct | pdelib - Algorithms and
- K. Gärtner
- Algorithms for the solution | Optimization of the sparse | Three-dimensional Delaunay mesh generation | Numerical simulation of Direct | pdelib - Algorithms and
- H. Gajewski
- WIAS-TeSCA simulations of laser | Thermodynamics-based modeling of semiconductor | Nonlocal phase separation problems
- B. Gentz
- Stochastic dynamics
- A. Glitzky
- WIAS-TeSCA simulations of laser | Stationary solutions of a
- J.A. Griepentrog
- Nonlocal phase separation problems
- F. Grund
- Process simulation in gas
- D. Hömberg
- Optimal control of surface
- F.-K. Hübner
- Simulation of microwave and | Visualization of numerical simulations
- R. Hünlich
- WIAS-TeSCA simulations of laser | Thermodynamics-based modeling of semiconductor | Stationary solutions of a
- G. Hebermehl
- Simulation of microwave and
- R. Henrion
- Optimization problems related to
- M. Herrmann
- Kinetic schemes for selected
- D. Horn
- Process simulation in gas
- A. Hutt
- Statistical data analysis
- J. Sprekels
- Micro-macro transitions in the
- S. Jaschke
- Applied mathematical finance
- Th. Jurke
- Hysteresis operators
- H.-Chr. Kaiser
- A quantum transmitting Schrödinger-Poisson
- M. Kesting
- Simulation of pulse propagation
- O. Klein
- Hysteresis operators | Numerical simulation and optimization
- A. Kolodko
- Applied mathematical finance | Numerical analysis of complex
- D. Kolyukhin
- Numerical analysis of complex
- R. Krahl
- Two-phase flow with evaporation
- C. Külske
- Low temperature phases in
- H. Langmach
- Melt-flow simulation in Czochralski | pdelib - Algorithms and
- M. Herrmann
- Micro-macro transitions in the
- P. Mathé
- Statistical data analysis
- I. Matheis
- Stochastic models for Boltzmann-type
- D. Mercurio
- Statistical data analysis | Applied mathematical finance
- G.N. Milstein
- Applied mathematical finance | Numerical analysis of complex
- H.-J. Mucha
- Statistical data analysis
- H. Neidhardt
- A quantum transmitting Schrödinger-Poisson
- P. Philip
- Numerical simulation and optimization
- J. Polzehl
- Statistical data analysis
- S. Qamar
- Phase transitions | Kinetic schemes for selected
- M. Radziunas
- Dynamics of semiconductor lasers
- A. Rathsfeld
- Optimization of diffractive structures
- J. Rehberg
- A quantum transmitting Schrödinger-Poisson | Quasilinear nonsmooth evolution systems
- O. Reiß
- Applied mathematical finance
- G. Reinhardt
- Melt-flow simulation in Czochralski | Visualization of numerical simulations
- K.K. Sabelfeld
- Numerical analysis of complex
- J. Schefter
- Numerical simulation and optimization
- R. Schlundt
- Simulation of microwave and
- G. Schmidt
- Optimization of diffractive structures | Quasilinear nonsmooth evolution systems
- K.R. Schneider
- Dynamics of semiconductor lasers | Multiscale systems
- J. Schoenmakers
- Applied mathematical finance
- N.D. Scurtu
- Numerical simulation of non-Newtonian
- M.H. Farshbaf Shaker
- Optimal control of surface
- E.V. Shchetinina
- Multiscale systems
- H. Si
- Three-dimensional Delaunay mesh generation | pdelib - Algorithms and
- V. Spokoiny
- Statistical data analysis | Applied mathematical finance
- J. Sprekels
- Hysteresis operators | Numerical simulation and optimization | Approximation and optimization of
- H. Stephan
- Lyapunov functions for positive
- A. Sturm
- Interacting catalytic branching processes
- D. Tiba
- Approximation and optimization of
- D. Turaev
- Dynamics of semiconductor lasers | Multiscale systems
- M. Uhle
- pdelib - Algorithms and
- V. Vakthel
- Interacting catalytic branching processes
- A. Vladimirov
- Dynamics of semiconductor lasers
- R. Vodák
- Approximation and optimization of
- B. Wagner
- Phase transitions | Stability of dewetting polymer
- W. Wagner
- Stochastic models for Boltzmann-type
- W. Weiss
- Optimal control of surface
- K. Wilmanski
- Wave properties of four | Numerical analysis of surface
- M. Wolfrum
- Dynamics of semiconductor lasers
- S. Yanchuk
- Dynamics of semiconductor lasers
- J.-H. Zacharias-Langhans
- Applied mathematical finance
- interacting catalytic
- Interacting catalytic branching processes
- Neveu's branching process
- Interacting catalytic branching processes
- symbiotic
- Interacting catalytic branching processes
- equations
- Nonlocal phase separation problems
- model
- WIAS-TeSCA simulations of laser
- balance
- Thermodynamics-based modeling of semiconductor
- balance equation
- Stationary solutions of a
- model
- Stationary solutions of a
- transport model
- Thermodynamics-based modeling of semiconductor
- applied mathematical
- Applied mathematical finance
- -scheme
- Numerical simulation of non-Newtonian
- measures
- Gibbs measures of highly | Gibbs measures of highly
- phase rule
- Low temperature phases in
- multi-index model
- 2. Dimension reduction
- single-index model
- 2. Dimension reduction
- heating
- Numerical simulation and optimization
- language MLPE
- Process simulation in gas
- orthogonal array
- 5. Monte Carlo methods
- boundary method
- A quantum transmitting Schrödinger-Poisson
- boundary operator family
- A quantum transmitting Schrödinger-Poisson
- Schrödinger-Poisson system
- A quantum transmitting Schrödinger-Poisson | A quantum transmitting Schrödinger-Poisson
- devices
- Thermodynamics-based modeling of semiconductor | A quantum transmitting Schrödinger-Poisson
- nanostructures
- A quantum transmitting Schrödinger-Poisson
- sublimation growth of SiC
- Numerical simulation and optimization
- AWS
- AWS
- BOP
- Process simulation in gas | BOP
- ClusCorr98®
- ClusCorr98
- DiPoG
- Optimization of diffractive structures | DiPoG
- gltools
- Online graphics | gltools
- LDSL-tool
- Dynamics of semiconductor lasers | LDSL-tool
- OpenMP
- pdelib - Algorithms and
- pdelib
- Overview | pdelib - Algorithms and | pdelib
- pdelib2
- Improvement of the solver | Grid partitioning
- TetGen
- Overview | pdelib - Algorithms and
- WIAS-HiTNIHS
- Numerical simulation and optimization | WIAS-HiTNIHS
- WIAS-QW
- WIAS-QW
- WIAS-SHarP
- Optimal control of surface | WIAS-SHarP
- WIAS-TeSCA
- WIAS-TeSCA simulations of laser | WIAS-TeSCA simulations of laser | WIAS-TeSCA