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Index

Project author
K. Afanasiev
Dynamics of thin liquid
B. Albers
Numerical analysis of surface
E. Bänsch
Numerical investigation of the
U. Bandelow
Supercontinuum generation in nonlinear | Calculation of electronic | Modeling, analysis and simulation
M. Baro
Coupled Schrödinger drift-diffusion models | Calculation of electronic
D. Belomestny
Statistical data analysis | Applied mathematical finance and
C. Bender
Applied mathematical finance and
M. Birkner
Stochastic models for biological
J. Borchardt
Process simulation in gas
A. Bovier
Stochastic dynamics | Disordered systems and combinatorial | Microscopic modeling of financial
I. Bremer
Optimal control of production
J. Cerný
Stochastic dynamics | Microscopic modeling of financial
D. Davis
Three-dimensional unsteady melt-flow simulation
A. Demircan
Supercontinuum generation in nonlinear
J. Dorignac
Micro-macro transitions via modulation
W. Dreyer
A study on the | Changes of the morphology | Micro-macro transitions via modulation | Phase diagrams including surface
F. Duderstadt
A study on the | Changes of the morphology | Phase diagrams including surface
J. Elschner
Optimization and inverse problems | Optimal regularity for elliptic
K. Eppler
Optimization and inverse problems
V. Essaoulova
Statistical data analysis
A. Faggionato
Stochastic dynamics
K. Fleischmann
Branching processes in random
J. Fuhrmann
Finite volume methods for | Three-dimensional conforming Delaunay mesh | pdelib  - Algorithms and
H. Gajewski
A descent method for | Optoelectronical sensors
K. Gärtner
Finite volume methods for | Algorithms for the solution | Three-dimensional conforming Delaunay mesh | PARDISO, improvements for symmetric | pdelib  - Algorithms and | A descent method for
J. Geiser
Numerical simulation and optimization
B. Gentz
Stochastic dynamics
A. Glitzky
Stationary energy models for
J.A. Griepentrog
A descent method for
F. Grund
Process simulation in gas
D. Hömberg
Optimal control of production
R. Hünlich
Stationary energy models for
G. Hebermehl[*]
Simulation of microwave and
R. Henrion
Optimal control of production
M. Herrmann
Micro-macro transitions via modulation
D. Horn
Process simulation in gas
A. Hutt
Statistical data analysis
H.-Chr. Kaiser
Coupled Schrödinger drift-diffusion models | Optimal regularity for elliptic
M. Kesting
Supercontinuum generation in nonlinear
O. Klein
Numerical simulation and optimization | Hysteresis operators
A. Kolodko
Applied mathematical finance and
D. Kolyukhin
Applied mathematical finance and
Th. Koprucki
Calculation of electronic
R. Krahl
Numerical investigation of the
P. Krejcí
Hysteresis operators
H. Langmach
Three-dimensional unsteady melt-flow simulation | Robustness of mixed FE | pdelib  - Algorithms and
P. Mathé
Statistical data analysis
D. Mercurio
Statistical data analysis | Applied mathematical finance and
H.-J. Mucha
Statistical data analysis
H. Neidhardt
Coupled Schrödinger drift-diffusion models
R. Nürnberg
Optoelectronical sensors
P. Philip (until August 2004)
Numerical simulation and optimization
J. Polzehl
Statistical data analysis
D. Rachinskii
Mode-locking and Q-switching in | Periodic processes | Multiscale systems
M. Radziunas
Laser systems with feedback | Mode-locking and Q-switching in | Numerical methods for laser | Multiscale systems
A. Rathsfeld
Optimization and inverse problems
J. Rehberg
Coupled Schrödinger drift-diffusion models | Optimal regularity for elliptic
M. Reiß
Statistical data analysis | Applied mathematical finance and
O. Reiß
Applied mathematical finance and
G. Reinhardt
Three-dimensional unsteady melt-flow simulation | Visualization of numerical simulations
K.K. Sabelfeld
Applied mathematical finance and
R. Schlundt
Simulation of microwave and
G. Schmidt
Optimization and inverse problems | Optoelectronical sensors | Optimal regularity for elliptic
K.R. Schneider
Laser systems with feedback | Multiscale systems
J. Schoenmakers
Applied mathematical finance and
M.H. Farshbaf Shaker
Optimal control of production
H. Si
Three-dimensional conforming Delaunay mesh
V. Spokoiny
Statistical data analysis | Applied mathematical finance and
J. Sprekels
Micro-macro transitions via modulation | Numerical simulation and optimization | Hysteresis operators | Approximation and optimization of
H. Stephan
Phenomenological modeling of drift-diffusion
T. Streckenbach
pdelib  - Algorithms and
D. Tiba
Approximation and optimization of
V. Tronciu
Laser systems with feedback | Mode-locking and Q-switching in
M. Uhle
pdelib  - Algorithms and
V. Vakhtel
Branching processes in random
A. Vladimirov
Mode-locking and Q-switching in | Numerical methods for laser | Modeling, analysis and simulation
R. Vodák
Approximation and optimization of
B. Wagner
Dynamics of thin liquid | Changes of the morphology | Dynamics of thin dewetting
W. Wagner
Stochastic models for Boltzmann-type
W. Weiss
Optimal control of production
K. Wilmanski
Thermodynamic foundations for modeling
M. Wolfrum
Laser systems with feedback | Multiscale systems
S. Yanchuk
Laser systems with feedback | Multiscale systems
B + S $ \rightarrow$
$ \emptyset$
model
Microscopic modeling of financial
adaptive weights smoothing
1. Adaptive smoothing procedures
added mass effects
Thermodynamic foundations for modeling
ageing
Stochastic dynamics
analysis
asymptotic
Approximation and optimization of
applied mathematical finance
Applied mathematical finance and
AWS
AWS
block-structured Newton-type methods
Process simulation in gas
Boltzmann equation
Stochastic models for Boltzmann-type
BOP
Process simulation in gas | BOP
boundary value problem
Simulation of microwave and
branching random walks in random environments
Stochastic models for biological
Brownian motion
Phenomenological modeling of drift-diffusion
classification
3. Classification and density
ClusCorr98®
ClusCorr98
cluster analysis
9. Cluster analysis and
confidence intervals
Optimal control of production
continuity equations
Stationary energy models for
contrast structures
Alternating contrast structures.
control problems
Optimal control of production
cooperative robots
Optimal control of production
costmodels
Optimal control of production
coupled lasers
Laser systems with feedback
Czochralski crystal growth
Three-dimensional unsteady melt-flow simulation
data mining
9. Cluster analysis and
Delaunay
3D Delaunay mesh
Three-dimensional conforming Delaunay mesh
conforming Delaunay mesh
Three-dimensional conforming Delaunay mesh
constrained Delaunay tetrahedralization
Three-dimensional conforming Delaunay mesh
Delaunay mesh generator
Main features
density estimation
3. Classification and density
DEPFET
Algorithms for the solution
differential-algebraic equations
Overview | Process simulation in gas
diffusion process
8. Inverse problems
dimension reduction
6. Inference for partly | 7. Search of non-Gaussian
DiPoG
Optimization and inverse problems | Optimization and inverse problems | Optimization and inverse problems | Optimization and inverse problems | Optoelectronical sensors | DiPoG
discrepancy distances
Optimal control of production
distribution of the genealogy
Stochastic models for biological
drift-diffusion equations
Phenomenological modeling of drift-diffusion
eigenmode problem
Simulation of microwave and
energy model
Stationary energy models for | Stationary energy models for
errors in variables models
8. Inverse problems
explosion criteria
Stochastic models for Boltzmann-type
far-field pattern
Optimization and inverse problems
feedback lasers
Laser systems with feedback
finance, applied mathematical
Applied mathematical finance and
financial time series
5. Modeling of financial
finite integration technique (FIT)
Simulation of microwave and
first-passage density
Stochastic dynamics
Fourier mode analysis
Three-dimensional unsteady melt-flow simulation
gas turbine
Process simulation in gas
gltools
Main features | gltools
heart muscle fiber
Hysteresis operators
heat equation
Optimal control of production
heat treatments
Optimal control of production
heating
Numerical simulation and optimization
human models
Optimal control of production
hybrid optimization strategy
Optimal control of production
hydrodynamic limits and large deviations
Microscopic modeling of financial
hysteresis
Periodic processes | Hysteresis operators
ill-posed problems
8. Inverse problems
image denoising, intensity estimation
2. Imaging
Implicit Function Theorem
Stationary energy models for
incompletely ionized impurities
Stationary energy models for
induction heating
Numerical simulation and optimization
industrial robots
Optimal control of production
interest rate modeling
2. General interest rate
inverse problems
8. Inverse problems | 8. Inverse problems
inverse scattering problem
Optimization and inverse problems
Kawasaki dynamics
Stochastic dynamics
Kolmogorov-Chapman equation
Phenomenological modeling of drift-diffusion | Phenomenological modeling of drift-diffusion
laser surface treatments
Optimal control of production
LDSL-tool
Laser systems with feedback | Mode-locking pulsations in the | Numerical methods for laser | Numerical methods for laser | LDSL-tool
Levy models
3. Calibration of Lévy-based
LIBOR model calibration
2. General interest rate
liquefaction
Thermodynamic foundations for modeling
Lyapunov function
Phenomenological modeling of drift-diffusion
mathematical finance
Applied mathematical finance and
Maxwell's equation
Simulation of microwave and
melt-flow simulation
Three-dimensional unsteady melt-flow simulation
metastability
Stochastic dynamics
mixed boundary conditions
Stationary energy models for
mode-locking
Mode-locking and Q-switching in
modeling
languageMLPE
Process simulation in gas
thermoporoelastic materials
Thermodynamic foundations for modeling
models of order-book dynamics
Microscopic modeling of financial
mutual phase synchronization
4. Analysis of biosignals
NAVIER
Robustness of mixed FE
Navier-Stokes
Robustness of mixed FE
Neveu's branching process
Branching processes in random
non-Gaussian components
7. Search of non-Gaussian
nonlinear regression
Optimal control of production
nonlocal phase transition models
Hysteresis operators
nucleation
Stochastic dynamics
number partitioning problem
Disordered systems and combinatorial
numerical bifurcation analysis
Numerical methods for laser
numerical simulation
Optimal control of production
objective relativeacceleration
Thermodynamic foundations for modeling
OpenMP
Main features
optical grating
Optimization and inverse problems
optimization of rods and shells
Approximation and optimization of
parameter identification
Optimal control of production
PARDISO
Overview | Overview | PARDISO, improvements for symmetric
particle system representation
Branching processes in random
partly linear regression
6. Inference for partly
path planning
Optimal control of production
path-following
Numerical methods for laser
pdelib
Overview | Overview | pdelib  - Algorithms and | pdelib
pdelib2
Robustness of mixed FE | TetGen Version 1.3 | pdelib  - Algorithms and | Optimal control of production
perfectly matched layer (PML)
Simulation of microwave and
periodic orbits
Periodic processes
permeable boundaries
Numerical analysis of surface
PET
8. Inverse problems
phase transitions
Optimal control of production | Hysteresis operators
PID algorithm
Optimal control of production
piezoelectric actuators
Hysteresis operators
pointwise adaptation
1. Adaptive smoothing procedures
pointwiseadaptive estimation
1. Adaptive smoothing procedures
Poisson equation
Stationary energy models for
Poisson processes
Disordered systems and combinatorial
poroelastic bodies
Thermodynamic foundations for modeling
porous media
Numerical analysis of surface
Positron EmissionTomography (PET)
8. Inverse problems
potential-theoretic methods
Stochastic dynamics
presentation
Visualization of numerical simulations
pricing hedging non-standard derivatives
1. Methods for pricing
process simulation
Process simulation in gas
profile reconstruction problem
Optimization and inverse problems
propagation-separation
1. Adaptive smoothing procedures | 1. Adaptive smoothing procedures
random energy model
Disordered systems and combinatorial
reduction approximation technique
Approximation and optimization of
saturable absorber
Mode-locking and Q-switching in
scenario reduction
Optimal control of production
semiconductor device equations
Algorithms for the solution
silicon carbide (SiC)
Numerical simulation and optimization
simple mixture model
Numerical analysis of surface
simulation
Visualization of numerical simulations
sublimation growth of SiC
Numerical simulation and optimization
single point catalytic super-Brownian motion
Branching processes in random
singularly perturbed dynamical systems
Stochastic dynamics
singularly perturbed systems
Delayed loss of stability
Smoluchowski's coagulation equation
Stochastic models for Boltzmann-type
Software
AWS
AWS
BOP
Process simulation in gas | BOP
ClusCorr98®
ClusCorr98
DiPoG
Optimization and inverse problems | Optimization and inverse problems | Optimization and inverse problems | Optimization and inverse problems | Optoelectronical sensors | DiPoG
gltools
Main features | gltools
LDSL-tool
Laser systems with feedback | Mode-locking pulsations in the | Numerical methods for laser | Numerical methods for laser | LDSL-tool
OpenMP
Main features
pdelib
Overview | Overview | pdelib  - Algorithms and | pdelib
pdelib2
Robustness of mixed FE | TetGen Version 1.3 | pdelib  - Algorithms and | Optimal control of production
TetGen
TetGen Version 1.3
WIAS-HiTNIHS
Numerical simulation and optimization | Numerical simulation and optimization | Numerical simulation and optimization | Numerical simulation and optimization | WIAS-HiTNIHS
WIAS-QW
Calculation of electronic | WIAS-QW
WIAS-SHarP
WIAS-SHarP
WIAS-TeSCA
Stationary energy models for | Optoelectronical sensors | Optoelectronical sensors | Optoelectronical sensors | Optoelectronical sensors | WIAS-TeSCA
spectral properties
Stochastic dynamics
SQP method
Optimal control of production
stagewise aggregation
1. Adaptive smoothing procedures | 1. Adaptive smoothing procedures
statisticaldata analysis
Statistical data analysis
stochastic
models for spatially extended populationswith local self-regulation
Stochastic models for biological
optimization
Optimal control of production
process
8. Inverse problems
resonance
Stochastic dynamics
strongly coupled elliptic system
Stationary energy models for
structural assumption
1. Adaptive smoothing procedures
structures
curved mechanical
Approximation and optimization of
subharmonics
Periodic processes
sublimation growth
Numerical simulation and optimization
superprocess under a Brownian flow
Branching processes in random
surface waves
Numerical analysis of surface
synchronization
Laser systems with feedback | Stochastic dynamics
TetGen
TetGen Version 1.3
thermoelasticity
Optimal control of production
time delay
Mode-locking and Q-switching in
topological degree theory
Periodic processes
virtual reality
Optimal control of production
visualization
Visualization of numerical simulations
volatility clustering
Microscopic modeling of financial
volatility estimation
5. Modeling of financial | 4. Volatility modeling by
weakly-nonlinear mode interaction
Three-dimensional unsteady melt-flow simulation
WIAS-HiTNIHS
Numerical simulation and optimization | Numerical simulation and optimization | Numerical simulation and optimization | Numerical simulation and optimization | WIAS-HiTNIHS
WIAS-QW
Calculation of electronic | WIAS-QW
WIAS-SHarP
WIAS-SHarP
WIAS-TeSCA
Stationary energy models for | Optoelectronical sensors | Optoelectronical sensors | Optoelectronical sensors | Optoelectronical sensors | WIAS-TeSCA




LaTeX typesetting by H. Pletat
2005-07-29