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Index

B. Albers
Stability and relaxation of
E. Bänsch
Finite element methods for
E. Bänsch, D. Davis, H. Langmach, G. Reinhardt, N. Scurtu, M. Uhle
Two- and three-dimensional unsteady
U. Bandelow(FG 1),Th. Koprucki(FG 3)
Upscaling of microscopically calculated
U. Bandelow,H. Gajewski,A. Glitzky,R. Hünlich
Simulation of the modulation
M. Baro,H.-Chr. Kaiser,H. Neidhardt,J. Rehberg
Dissipative Schrödinger-Poisson systems
J. Borchardt,F. Grund,D. Horn
Large-scale static and dynamic
A. Bovier
Gibbs measures of highly
A. Bovier,B. Gentz
Stochastic dynamics
A. Bovier,C. Külske
Low temperature phases in
I. Bremer
Path planning
G. Bruckner
Regularization of severely ill-posed
G. Bruckner, J. Elschner, A. Rathsfeld, G. Schmidt
Direct and inverse diffraction
W. Dreyer(FG 7), F. Duderstadt(FG 7), J. Sprekels(FG 1), B. Wagner(FG 1)
Phase transitions
W. Dreyer(FG 7), M. Herrmann(FG 7), A. Möller(FG 7), J. Sprekels
Micro-macro transitions of the
W. Dreyer, F. Duderstadt
Stress analysis of thin
W. Dreyer,M. Herrmann, Sh. Qamar
Kinetic solution of sample
V. Essaoulova,A. Hutt,S. Jaschke,P. Mathé,H.-J. Mucha,J. Polzehl,V. Spokoiny.
Statistical data analysis
K. Fleischmann,A. Sturm
Interacting catalytic branching processes
J. Fuhrmann
Thermal convection in sedimental
J. Fuhrmann,K. Gärtner
Two-dimensional numerical simulation of
J. Fuhrmann,K. Gärtner,H. Langmach
pdelib Algorithms
K. Gärtner
PARDISO, improved parallel efficiency LU-factorization
H. Gajewski(FG 1),K. Gärtner
On a nonlocal model
H. Gajewski,H. Stephan
Physical modeling and numerical
A. Glitzky,R. Hünlich
Stationary solutions of two-dimensional
G. Hebermehl, J. Schefter, R. Schlundt, F.-K. Hübner
Simulation of microwave and
R. Henrion
Optimization problems with random
D. Hömberg,Th. Jurke,W. Weiss
Optimal control of surface
S. Jaschke,A. Kolodko, G.N. Milstein,O. Reiß, J. Schoenmakers, V. Spokoiny, J.-H. Zacharias-Langhans
Applied mathematical finance
Th. Jurke,O. Klein,J. Sprekels,D. Tiba
Hysteresis phenomena
H.-Chr. Kaiser,H. Neidhardt,J. Rehberg
Quasilinear parabolic systems with
O. Klein,P. Philip,J. Schefter,J. Sprekels
Numerical simulation and optimization
A. Kolodko, D. Kolyukhin, G.N. Milstein, K.K. Sabelfeld
Numerical analysis of complex
M. Radziunas,K.R. Schneider,J. Sieber(until 9/02),D.V. Turaev,M. Wolfrum,S. Yanchuk(since 10/02)
Dynamics of semiconductor lasers
G. Reinhardt,F.-K. Hübner
Visualization of numerical simulations
S. Roelly
Probabilistic Cellular Automata
S. Roelly,H. Zähle(Berliner Graduiertenkolleg ,,Stochastische Prozesse undProbabilistische Analysis`` (Graduate College ``Stochastic Processes and Probabilistic Analysis''))
Finite and infinite dimensional
I. Schmelzer,H. Si,K. Gärtner,H. Langmach
3D Delaunay mesh generation
G. Schmidt
Integral equation methods for
K.R. Schneider,E.V. Shchetinina
Multiscale systems
J. Sprekels,D. Tiba
Approximation and optimization of
D.V. Turaev
Homoclinic bifurcations
B. Wagner(FG 1),W. Dreyer(FG 7)
Sharp interface model for
W. Wagner
Stochastic models and numerical
W. Wagner,I. Matheis
Efficient control of stochastic
K. Wilmanski
Thermodynamic modeling of porous
K. Wilmanski,B. Albers
Wave propagation in porous
adaptive
tests
3. Goodness-of-fit and model | 3. Goodness-of-fit and model
weights smoothing
1. Adaptive smoothing | 1. Adaptive smoothing | 1. Adaptive smoothing | 2. Dimension reduction
aerosol particles
Numerical analysis of complex
aggregates
3. Turbulence simulation of
algae cells
3. Turbulence simulation of
anisotropic surface tension
Sharp interface model for
applied mathematical finance
Applied mathematical finance
approximations of surface waves
Wave propagation in porous
AR-models
1. Adaptive smoothing
ARCH-models
1. Adaptive smoothing
arches
Approximation and optimization of
arsenic precipitation
Phase transitions
AWS
AWS
balance laws
Quasilinear parabolic systems with
Becker/Döring model
Phase transitions
binary response model
1. Adaptive smoothing | 1. Adaptive smoothing
biperiodic diffraction problem
2. Modeling of 3D
block-structured Newton-type methods
Large-scale static and dynamic
Boltzmann-Peierls equation
Overview
Boltzmann-Peierlsequation
Kinetic solution of sample
BOP
BOP
boundary integral method
Sharp interface model for
capacity
Stochastic dynamics
catalyst reactant pair
Interacting catalytic branching processes
catalytic super-Brownian motion
Finite and infinite dimensional
chaotic dynamics
Project 2: Richness of
chemical reactions
Overview | Phase transitions
CISC 2002
WIAS Conferences, Colloquiums, and
classification
1. Adaptive smoothing
climate models
Stochastic dynamics
ClusCorr98®
4. Cluster analysis, multivariate | ClusCorr98®
cluster analysis
4. Cluster analysis, multivariate
coagulation
Stochastic models and numerical
coalescent process
Interacting catalytic branching processes
coefficients
discontinuous
Quasilinear parabolic systems with
COG
pdelib Algorithms | 3D Delaunay mesh generation | COG
colored noise
Interacting catalytic branching processes
combustion wave
Project 4: Combustion wave
competing species model
Interacting catalytic branching processes
conservation law of energy
Stationary solutions of two-dimensional
continuity equations
Stationary solutions of two-dimensional
contour models
Low temperature phases in
control
by the coefficients
Approximation and optimization of
problems
Hysteresis phenomena
credit risk
1. Mathematical methods for
critical value of the wave number
Overview
crossed anisotropic grating
2. Modeling of 3D
current coupled models
Dissipative Schrödinger-Poisson systems
curse of dimensionality
2. Dimension reduction
curved rods
Approximation and optimization of
Czochralski method
Two- and three-dimensional unsteady
data mining
4. Cluster analysis, multivariate
deformable porous media
Overview
delay-differential equations
Project 2: Delayed loss
delayed
feedback
Project 1: Lasers with
loss of stability
Project 2: Delayed loss
density estimation
1. Adaptive smoothing
differential equations
5. Numerical methods for
differential-algebraic equations
Overview | Large-scale static and dynamic
diffusion
Phase transitions
processes
Stochastic dynamics
dimension reduction
2. Dimension reduction
spaces
2. Dimension reduction
DiPoG
DiPoG
direct solver GSPAR
Large-scale static and dynamic
discontinuous coefficients
no title
dissipative Schrödinger-Poisson system
Dissipative Schrödinger-Poisson systems
DMFC
no title
dMRI
1. Adaptive smoothing
drift-diffusion models
Dissipative Schrödinger-Poisson systems
dynamics of semiconductor lasers
no title
elasticity problems
Numerical analysis of complex
electrochemistry
Stationary solutions of two-dimensional
electron beam hardening
Optimal control of surface
embedded force potentials
Phase transitions
energy models
Stationary solutions of two-dimensional
entropy maximum principle
Physical modeling and numerical
exchange of stabilities in multiscale systems
Project 1: Exchange of
exploratory data analysis
4. Cluster analysis, multivariate
exponential
family models
1. Adaptive smoothing
model
1. Adaptive smoothing
finance
applied mathematical
Applied mathematical finance
finite element method
Two- and three-dimensional unsteady
fMRI
1. Adaptive smoothing
footprint problem
2. Footprint problem
gallium arsenide
Phase transitions
gas turbine
Large-scale static and dynamic
Gassmann relations
Overview | Wave propagation in porous
gelation effect
Stochastic models and numerical
Generalized Random Energy Models
Gibbs measures of highly
gltools
gltools
goodness-of-fit
3. Goodness-of-fit and model
gradient
algorithms
Approximation and optimization of
of porosity
Overview
Hölder continuity
Stationary solutions of two-dimensional
Hamiltonian systems
5. Numerical methods for
hardening
Optimal control of surface | Optimal control of surface
heat transport
Two- and three-dimensional unsteady
heat-flow equation
Simulation of the modulation
heating
Numerical simulation and optimization
hedging strategy
5. Numerical methods for
heterogeneous media
Quasilinear parabolic systems with
high-dimensional data visualization
4. Cluster analysis, multivariate
high-frequency
financial time series
1. Adaptive smoothing
self-pulsations
Project 3: Research of
high-power
Physical modeling and numerical
homoclinic
bifurcations
no title
tangencies
Project 1: Dynamics near
hydraulic conductivity
4. Transport of interacting
hyperbolic
scaling
Micro-macro transitions of the
systems
Overview
hysteresis
Hysteresis phenomena
image
denoising
1. Adaptive smoothing
segmentation
no title | On a nonlocal model
Implicit Function Theorem
Stationary solutions of two-dimensional
index estimation
2. Dimension reduction
induction
hardening
Optimal control of surface
heating
Numerical simulation and optimization
instability region
Stability and relaxation of
interacting catalytic branching
Interacting catalytic branching processes
interactive Brownian diffusions
Finite and infinite dimensional
interest rate modeling
2. Interest rate (LIBOR)
interfacemotion
Phase transitions
internal surface of channels
Overview
interpolation results for function spaces
Quasilinear parabolic systems with
inverse medium problem
4. Inverse medium problems
inverse problems
5. Ill-posed inverse problems
regularization
5. Ill-posed inverse problems
statistical
5. Ill-posed inverse problems
variable Hilbert scale
5. Ill-posed inverse problems
Kac models
Low temperature phases in
kinetic equations
Overview
Kirchhoff plate theory
Stress analysis of thin
Kirchhoff-Love model
Approximation and optimization of
Kolmogorov similarity theory
4. Transport of interacting
kp theory
Upscaling of microscopically calculated
Lagrangian description
Thermodynamic modeling of porous
Langevin dynamics
Finite and infinite dimensional
Langevin-type stochastic model
4. Transport of interacting
laser
Simulation of the modulation | no title
hardening
Optimal control of surface
LDSL-tool
Project 2: Software LDSL-tool. | LDSL-tool
LIBOR
derivatives
2. Interest rate (LIBOR)
model calibration
2. Interest rate (LIBOR)
linear
acoustic waves
Overview
stability analysis
Stability and relaxation of
liquid arsenic droplets
Phase transitions
local
likelihood estimation
1. Adaptive smoothing
polynomial approximation
1. Adaptive smoothing
stationary time series
1. Adaptive smoothing | 1. Adaptive smoothing | 1. Adaptive smoothing
long-wave
Wave propagation in porous
Lua
pdelib Algorithms
Lyapunov exponent
5. Numerical methods for
macroscopic limit
Micro-macro transitions of the
magnet resonance imaging
1. Adaptive smoothing
many-body potentials
Overview
market risk
1. Mathematical methods for
matched asymptotics
Sharp interface model for
mathematical finance
Applied mathematical finance
maximum entropy principle
Overview | Kinetic solution of sample
Maxwell's equations
Simulation of microwave and
mean
exit times
Stochastic dynamics
risk models
Optimization problems with random
mean-field models
Gibbs measures of highly
mechanical stresses
Phase transitions
median regression model
3. Goodness-of-fit and model
metastability
Stochastic dynamics
micro-macro transitions
Overview | Overview | Wave propagation in porous | Micro-macro transitions of the
microelectronics
Overview
microwave
no title
mixed boundary
no title
modeling
language MLPE
Large-scale static and dynamic
of poroelastic bodies
Overview
modulation response
Simulation of the modulation
morphological changes
Overview | Phase transitions
multi-index model
2. Dimension reduction | 2. Dimension reduction
multiscale
modeling
Overview
transition
Phase transitions
Navier-Stokes equations
Two- and three-dimensional unsteady
noise reduction
On a nonlocal model
non-hyperbolic slow-fast systems
Project 3: Integral manifolds
non-local interaction
Stationary solutions of two-dimensional
non-selfadjoint Schrödinger operators
Dissipative Schrödinger-Poisson systems
nonlinear kinetic equations
Stochastic models and numerical
nonlocal phase separation model
On a nonlocal model
nonparametric statistical methods
Statistical data analysis
North-East German basin
Thermal convection in sedimental
NUMATH
NUMATH
one-point potential
Interacting catalytic branching processes
Onsager relations
Stationary solutions of two-dimensional
open quantum system
Dissipative Schrödinger-Poisson systems | Quasilinear parabolic systems with
optical grating
1. Accurate FEM simulation
optimization
Optimization problems with random
optoelectronics
Physical modeling and numerical
PARDISO
PARDISO, improved parallel efficiency LU-factorization
partial differential equations
Overview
partially
linear model
2. Dimension reduction | 2. Dimension reduction
linear multi-index model
2. Dimension reduction
pdelib
Overview | pdelib Algorithms | pdelib
pdelib2
pdelib Algorithms
Perfectly Matched Layer
Simulation of microwave and
permeability
4. Transport of interacting
phase transitions
Hysteresis phenomena | Overview | Overview | Phase transitions
including the formation of droplets
Overview
phase-field model
Overview
phonons
Kinetic solution of sample
pointwise adaption
1. Adaptive smoothing
Poisson
cascades
Gibbs measures of highly
equation
Stationary solutions of two-dimensional
model
1. Adaptive smoothing
regression
1. Adaptive smoothing | 1. Adaptive smoothing
polynomial models
Approximation and optimization of
porous media
Numerical analysis of complex
positron emission tomography (PET)
1. Adaptive smoothing
power management
Optimization problems with random
principal components analysis
4. Cluster analysis, multivariate
probabilistic
approach
5. Numerical methods for
constraints
Optimization problems with random
Probabilistic Cellular Automata
Probabilistic Cellular Automata
process
engineering
Large-scale static and dynamic
simulation
Large-scale static and dynamic
simulator BOP
Large-scale static and dynamic
profile reconstruction problem
3. Reconstruction of grating
propagation conditions for surface waves
Overview
quantum effects
Dissipative Schrödinger-Poisson systems
quasilinear parabolic systems
Quasilinear parabolic systems with
random fields
Numerical analysis of complex
Random Walk
methods
1. Random Walk methods
on Boundary
1. Random Walk methods
rarefied gas flows
Efficient control of stochastic
Rayleigh wave
Wave propagation in porous
reaction-diffusion
processes
Stationary solutions of two-dimensional
systems
Quasilinear parabolic systems with
reciprocal processes
Finite and infinite dimensional
regularization of severely ill-posed problems
Regularization of severely ill-posed
remittance study
Stress analysis of thin
renormalization group
Low temperature phases in
replica symmetry breaking
Gibbs measures of highly
resolvent estimates for elliptic operators
Quasilinear parabolic systems with
risk
evaluation
Statistical data analysis
management
1. Mathematical methods for
Schrödinger-Poisson systems
Dissipative Schrödinger-Poisson systems
second law of thermodynamics
Physical modeling and numerical
semiconductor
devices
Physical modeling and numerical | Stationary solutions of two-dimensional
quantum wells
Upscaling of microscopically calculated
sensitivity analysis
Approximation and optimization of
shared memory parallelization
pdelib Algorithms
sharp interface model
Sharp interface model for
shells
Approximation and optimization of
silicon carbide (SiC)
Physical modeling and numerical | Numerical simulation and optimization
simulation
sublimation growth of SiC
Numerical simulation and optimization
single-index model
2. Dimension reduction | 2. Dimension reduction
Sivashinsky equation
Integral equation methods for
slow-fast systems
Stochastic dynamics
small signal analysis
Simulation of the modulation
Software
AWS
AWS
BOP
Large-scale static and dynamic | BOP
ClusCorr98®
ClusCorr98®
COG
pdelib Algorithms | 3D Delaunay mesh generation | COG
DiPoG
DiPoG
gltools
gltools
LDSL-tool
Project 2: Software LDSL-tool. | LDSL-tool
NUMATH
NUMATH
pdelib
Overview | pdelib Algorithms | pdelib
WIAS-HiTNIHS
WIAS-HiTNIHS
WIAS-QW
Upscaling of microscopically calculated | WIAS-QW
WIAS-SHarP
WIAS-SHarP
WIAS-TeSCA
Simulation of the modulation | Simulation of the modulation | Simulation of the modulation | Physical modeling and numerical | WIAS-TeSCA
solder joint material
Phase transitions
space-time Gibbs distribution
Finite and infinite dimensional
sparse LU-factorization
PARDISO, improved parallel efficiency LU-factorization
spatio-temporal structures
1. Adaptive smoothing
stability of stationary flows
Overview
statistical data analysis
Statistical data analysis | Statistical data analysis
stochastic differential equations
Numerical analysis of complex
Stoneley waves
Wave propagation in porous
stress analysis
Overview | Stress analysis of thin
of thin plates
Overview
stress-influenced diffusion
Overview
structural adaption
1. Adaptive smoothing | 2. Dimension reduction
subgridding scheme
Simulation of microwave and
sublimation growth
Numerical simulation and optimization
surface
energy
Phase transitions
permeability
Stability and relaxation of
potential
Integral equation methods for
waves
Overview
synchronization
Project 3: Problems of
tail index estimation
1. Adaptive smoothing | 1. Adaptive smoothing
Taylor-Hood element
Two- and three-dimensional unsteady
TetGen
pdelib Algorithms | COG
tetrahedral grids
Simulation of microwave and
thermal convection
Thermal convection in sedimental
3D flow simulation
Two- and three-dimensional unsteady | Two- and three-dimensional unsteady | Two- and three-dimensional unsteady
time-inhomogeneous time series
1. Adaptive smoothing | 2. Dimension reduction
traveling-wave solutions
Overview
triangle
pdelib Algorithms
trimmed tree
Interacting catalytic branching processes
turbulence models
Numerical analysis of complex
turbulent atmosphere
Numerical analysis of complex
Uehling-Uhlenbeck-Boltzmann equation
Efficient control of stochastic
upscaling of microscopical data
Upscaling of microscopically calculated
van Roosbroeck system
Dissipative Schrödinger-Poisson systems | Quasilinear parabolic systems with
variance reduction problem
Efficient control of stochastic
variational principle
Low temperature phases in
volatility
estimation
1. Adaptive smoothing
model
1. Adaptive smoothing
modeling
1. Adaptive smoothing
von Kármán
plate system
Overview
system
Stress analysis of thin
wave phenomena
Micro-macro transitions of the
WIAS-HiTNIHS
WIAS-HiTNIHS
WIAS-QW
Upscaling of microscopically calculated | WIAS-QW
WIAS-SHarP
WIAS-SHarP
WIAS-TeSCA
Simulation of the modulation | Simulation of the modulation | Simulation of the modulation | Physical modeling and numerical | WIAS-TeSCA
Wright-Fisher diffusions
Interacting catalytic branching processes



LaTeX typesetting by I. Bremer
5/16/2003