Stichwortverzeichnis

der Berichtsreihe des
Mathematischen Seminars der
Christian-Albrechts-Universität zu Kiel


$H^1$-stability 00-1
$L^2$-projection 00-1
2-colorable hypergraph 07-12
Lp-spectral multiplier 99-2, 01-3
A
a-posteriori error estimate 97-10
Active set strategy 00-2
adaptive algorithm 97-8, 97-9, 97-19, 98-12, 98-19, 99-5, 99-11, 99-14, 99-20, 00-1, 00-3, 00-5, 00-6, 00-7, 00-11, 00-13, 00-19, 00-22, 00-24
adaptive algorithms 97-11, 97-12, 98-5, 98-13, 98-25, 99-9, 00-33
Adaptive finite element methods 01-2
adaptive grid refinement 97-13
adaptive hp-quadrature 05-11
adaptive mesh refinement 97-10
adaptive methods 04-18, 05-13
adaptive scheme 97-18, 00-2
adaptive wavelet scheme 05-11
additivity 00-32
Ahlfors $n$-regular metric measure space 07-2
Ahlfors theory 99-16
Allen-Cahn equation 01-4
American option 00-8, 00-9, 00-15
American put 00-10
analysis 03-2
Analytic Semigroups 05-10
anisotropic elliptic problems 99-6
anisotropy 00-17
a posteriori error estimate 99-19, 99-20, 00-22, 00-23, 01-11
a posteriori error estimates 97-8, 97-9, 97-11, 97-12, 97-19, 98-5, 98-19, 98-25, 99-11, 99-14, 00-5, 00-6, 00-11, 00-13, 00-19, 00-24, 00-33, 01-2, 02-1
A posteriori error estimators 97-6, 00-21
a posteriori estimates 98-13
approximation 07-19
approximation algorithms 04-10
approximation of optimal value function 97-15
approximation of the identity 07-2
a priori error estimates 98-13, 98-18, 99-12, 00-33
arithmetic progressions 98-42, 00-35, 05-5
artificial compressibility 99-17
atom 07-1
averaging estimator 00-23
a~posteriori error estimates 99-5, 99-9, 00-7
a~priori error estimates 99-9, 99-18
B
Baire space 00-4, 00-20
Baker domain 99-4
Banach-Mazur distance 01-1
Besov space 07-2
Bessel functions 98-21
Best constants 98-21
best N-term approximation 05-11, 05-13
biharmonic equation 01-10
Binomial distribution 98-9
Black-Scholes-Modell 01-14
Bloch principle 99-15, 99-16
BMO 07-2
Borel function 00-4, 00-20, 01-12
boundary 99-4
boundary element method 99-20, 00-22, 01-11, 04-5
boundary element methods 97-10, 03-9, 04-6
boundary integral equation 07-6
boundary integral equations 04-9, 04-14, 05-11, 05-15, 05-23
boundary layers 99-17
Boussinesq model 98-2, 98-3
bracketing 06-14
bracketing cover 07-14
bracketing number 07-4, 07-14
C
CAD 07-11
Calderon reproducing formula 07-1, 07-2
canonization 00-20, 01-12
cardinal invariants 00-12
cardinal spectrum 00-12
Carnot-Caratheodory space 07-2
Cauchy integral equation 01-10
Cauchy matrix 01-13
change of measure 00-9
Chemically reacting flows 98-2, 98-3, 98-17, 99-17
chord length parametrization 07-11
Chorin-Uzawa method 99-17
Chorin method 99-17
Chorin scheme 98-2, 98-3
cobordism type 06-10
Cofinitary permutation group 00-12
Cohen forcing 00-4
Cohen real 05-27
combinatorial optimization 04-10
communication complexity 99-28
complex dynamics 99-16
complexity 01-10, 05-11, 08-3
compressible matrices 05-11
computable error bounds 97-12
computational geometry 08-3
conforming finite elements 99-9
conjugate gradient type methods 01-10
connector 04-12
constructibility 00-4
continuum mechanics 00-30
contraction 03-6
contraction method 03-2
convergence analysis 98-2, 98-3
convergence estimates 05-11
convex approximations 97-18
convexification 03-10
Coons 07-11
coupling of finite elements and boundary elements 98-5
covering coefficient 00-32
Covering number 04-13, 07-4
covering surface 99-15, 99-16
Crouzeix-Raviart element 97-8, 97-9, 99-5, 00-13
CRR-Modell 01-15
curvature driven flows 01-4
cycles 99-7
D
Darstellung 00-18
Data-sparse approximation 01-13, 02-2
data approximation 02-1
declustering 05-1
degenerate problems 99-9, 99-18
density functional theory 04-17
density matrices 04-17
dependent randomized rounding 06-14
derandomization 04-13, 06-14, 08-1
derivative 99-15
diffusion 00-9, 00-10
digital halftoning 04-7
Dirichlet conditions 02-1
discrepancy 98-42, 99-29, 00-27, 00-28, 04-7, 04-19, 04-20, 05-1, 05-2, 05-3, 05-5, 05-6
discrepancy theory 00-35
divide and conquer algorithm 03-6
dominant convection 99-7
dual problem 00-23
dual space 07-1, 07-2
dynamic programming 97-13, 97-15
E
early exercise premium 00-10
easy-axis 98-33
edge residuals 97-6
efficiency 97-9, 99-5, 00-13, 00-19, 00-22, 00-24
effiency 97-8
eigenvalue bounds 01-13
elasticity 99-14, 00-6, 00-11, 00-21, 00-33
elastoplasticity 98-13, 98-18, 00-23
Electrical impedance tomography 04-9
Electromagnetic scattering 99-19, 00-14
electronic Schroedinger equation 04-17
ellipsoids 01-1
elliptic variational inequalities 01-2
equivalent problems 03-10
Ericksen-James energy density 98-15
error control 97-12
error estimation 00-3
Euclidean bipartite TSP 04-11
exact kernel 00-14
existence and convergence of approximate solutions 05-12
exponential solvable Lie group 99-2, 01-3
extremals and extremaloids 03-10
extreme discrepancy 05-4, 07-4, 07-14
F
fast algorithm 04-18
fast solvers 01-10
Fatou set 99-4
Feller processes 05-10
FIND 03-6
Finite elastoplasticity 00-30
finite element approximations 99-19
Finite element method 98-1, 98-12, 98-15, 98-31, 98-32, 98-33, 99-11, 99-14, 00-1, 00-5, 00-6, 00-11, 00-23, 01-4, 05-15, 07-17
finite element methods 02-1
Finite elements 99-12
finite elements methods 99-18
finiteness theorems 06-10
finite vectorspaces 05-6
fixed points 05-8
fold singularities 03-5
forcing ideal 05-27
Fourier analysis 05-5, 05-6
frame 07-2
free boundary problem 04-14, 07-6
free set 00-4
freie Lie-Algebra 00-18
Friedrichs' inequality 97-11
fully discrete schemes 01-4
functional calculus 99-2, 01-3
G
Galerkin method 97-10
game theory 98-34
Gaussian curvature 03-3
geometric Brownian motion 00-15
Global continuity 07-11
GMRES 01-10
H
Hardy space 07-1, 07-2
harmonic analysis 98-42
Hartree-Fock 04-17
Hausdorff dimension 99-16
heat kernel 99-2, 01-3
Heisenberg group 02-6
Heisenberg groups 03-5
hereditary 07-12
hereditary discrepancy 98-34
hierarchical block partitioning 98-27
hierarchical matrices 98-27, 01-13, 02-2
higher order finite element method 00-5
Hilbert integral equation 01-10
Hindman space 01-12
holomorphic Lp-type 99-2, 01-3
homogeneous set 00-4
hypergraph 05-1, 05-2
hypergraph coloring 00-27, 00-35
Hypergraphs 99-29
hypersingular equation 01-11
hypersingular integral equation 01-10
hypersurface 03-3
hysteresis 00-33
I
IGES 07-11
ill-posed problem 05-23
incompressible Navier-Stokes equations 98-2, 98-3
incremental formulation 00-30
infinietly often equal family 07-12
inner function 99-4
integral approximation 04-20, 05-3
integral equation 07-11
Integral equations 97-10, 99-20, 01-11
interpolation 07-2
island 99-15, 99-16
Isotropy constants 98-23
J
Jensen-inequality 98-18
John ellipsoid 01-1
Julia set 99-4, 99-16
K
Khintchine inequality 98-21, 98-22
L
large deviation 98-9
lattice approximation 00-29
Laver forcing 00-4, 07-22
LBB condition 99-17
learning optimal control 97-15
Lie group of polynomial volume growth 07-2
Lie idempotents 07-21
limiting distribution 03-6
linear algebra 04-19
linear and quadratic supplements 03-10
linear discrepancy 98-34, 00-29
linear information 07-19
Linear programming 00-29
linear scaling 04-17
Littlewood-Paley function 07-1, 07-2
local defect-correction methods 97-13
local limit theorem 98-9
locally compact abelian groups 98-42
Local solvability 02-6
locking 98-19, 00-6
Loewner ellipsoid 01-1
low-discrepancy point sets 04-13, 06-14
low order finite elements 97-6
low rank approximation 02-2
low rank matrices 01-13
M
magneto-hydrodynamics 98-17
magnetohydrodynamics 99-17
Mallow metric 03-6
materials science 98-1, 98-12, 98-15, 98-31
Mathias forcing 05-27
Matlab program 98-11
Matlab Programs 00-21
matrix inversion 98-27
Maximal operator 03-3
maximum principle 97-18
Maxwell's equations 00-17
Meromorphic function 99-15
metric entropy 07-4, 07-14
micromagnetics 99-9, 99-18, 00-2
micromagnetism 98-32, 98-33
microstructure 98-1, 98-12, 98-31, 98-32, 98-33, 99-9, 99-18, 00-33
microstructures 99-12
Miller forcing 00-4, 00-20, 00-32, 05-27, 07-22
mixed finite element method 97-19, 98-19, 99-11, 00-19, 00-24
mixed finite element methods 00-3, 00-7
mixed finite elements 98-25
mixed homogeneous 03-3
molecular surfaces 07-20
mortar 98-26
multi-well problem 98-1, 98-12, 98-15, 98-31
multigrid 99-7
multigrid method 98-26
multiscale 98-1, 98-12, 98-31, 98-32, 98-33
multiscale methods 04-5, 04-14, 05-15, 05-23
Multivariate Integration 07-5, 08-1
multivariate tensor product problem 07-19
N
Navier-Stokes equations 98-17, 99-17
necessary and sufficient conditions 03-10
neural networks 97-13
Newton method 04-9, 04-14, 05-15, 07-6
Newton scheme 04-6
nilpotent 06-11
non-conform finite element method 97-8, 97-9, 97-19
non-conform finite elements 98-5
non-convex minimization 98-1, 98-12, 98-15, 98-31, 98-32, 98-33, 00-33
non-linear conjugate gradients 98-15
non-Newtonian flow 99-5
Nonconforming finite element method 98-26, 99-5, 99-11, 00-1, 00-13, 00-19
nonconforming finite elements 99-9, 00-11
nonconvex minimisation 99-9
nonconvex minimization 99-18
nonlinear conjugate gradients 98-1
nonlinear elasticity 98-1, 98-12, 98-15, 98-31
nonlinear partial differential operators 04-18
nonnegative curvature 06-10, 06-11
normal families 05-8
normal family 99-16
norm equivalences 04-5
NP-completeness 08-3
numerical approximation 00-14
O
obstacle problems 01-2
omitted value 99-15
on-line algorithm 98-34
on-line algorithms 00-28
operator equations 05-13
optimal computational complexity 05-13
Optimal control 07-17
optimality conditions 00-2, 05-12
optimal stopping 00-9, 00-10, 00-15
Option Pricing 05-10
options on multiple assets 00-8, 00-15
ordering 99-7
oscillatory integral operators 03-5
P
parallelization 98-3
partition 04-19
penalization 99-18
penalty method 99-17
perfect set 07-12
periodic integral equations 01-10
periodic point 99-16
periodic points 05-8
perpetual option 00-10
perturbation 99-2, 01-3
perturbation analysis 98-17
phase transition 01-4
phase transitions 00-33
plasticity with hardening 98-13, 98-18, 00-23
plate 00-19
Pocklington 00-14
Poincare's inequality 97-11
Poincare-Birkhoff-Witt-Basis 00-18
point-wise minimization 03-10
Poisson distribution 98-9
Polish space 00-4, 00-20
polyconvex minimization problems 99-12
Portfoliooptimierung 01-14, 01-15
portfolio optimization 00-9
pressure stabilization 99-17
primal problem 00-23
probabilistic methods 04-13
product forcing 07-22
Projection constants 98-22
projection method 99-17
projection methods 98-2, 98-3, 98-17
proper forcing 07-22
protocol partition number 99-28
pseudodifferential equations 01-10
Pseudodifferential Operators 05-10
Q
quadratic approximation 00-8
quasi-convexity 00-30
Quasiregular mappings 05-8
Quicksort 03-2
R
Rademacher-Menshov theorem 07-3
radial limit 99-4
Ramsey-Theory 99-29
Ramsey theory 05-2
random algorithm 03-6
random algorithms 03-2
Randomized rounding 04-7
Random Median Quicksort 03-2
Rational Bezier 07-20
RD-space 07-2
rearrangeable network 04-12
reciprocity laws 07-21
refining family 07-12
regularization 04-9
reinforcement learning 97-13, 97-15
Reissner-Mindlin 00-19
Reissner-Mindlin plate 00-3, 00-24
Rei\ss ner Mindlin plate 00-7
relaxation 99-9, 99-18, 00-2, 00-30
relaxed variational problems 97-18
reliability 97-8, 97-9, 97-11, 97-12, 97-19, 98-19, 99-5, 99-11, 99-14, 00-5, 00-6, 00-7, 00-11, 00-13, 00-19, 00-22, 00-23, 00-24
Reproducing Kernel Hilbert Spaces 07-5
rescaling lemma 99-16
residual based error estimate 99-11, 00-5
restricted sums 04-12
robust multigrid 00-17
Robust multigrid methods 99-6
Rounding 04-20, 05-3
S
sampled data 97-15
Schatten classes 98-23
Schlagworte 98-35, 98-36, 98-37, 98-38, 98-39, 98-40, 98-41, 99-22, 99-23, 99-24, 99-25, 99-26, 99-27
Scoupling of finite elements and boundary elements 98-25
semi-coarsening 99-6
semi-discrete schemes 01-4
shape-memory alloy 98-12, 98-31
shape-memory alloys 98-1
shape calculus 04-14, 05-12, 05-15, 05-23, 07-6
shape optimization 03-9, 04-6, 05-12
shear locking 00-7, 00-24
singular integral 07-1
singular integral operator 07-2
singular value bounds 01-13, 02-2
Solomon's descent algebra 07-21
Solomons Algebra 00-18
space of homogeneous type 07-1, 07-2
space of test function 07-1
sparse grids 04-17
sparse matrices 98-27
spectral theory 07-3
spherical maximal operators 03-5
spherical patches 07-20
Splitting family 07-12
splitting method 99-17
splitting methods 98-2, 98-3
stability 99-12
stabilization 99-18
star-discrepancy 04-13, 05-4
star discrepancy 06-14, 07-4, 07-14, 08-1, 08-3
step two nilpotent groups 03-5
stereographic 07-20
Stichworte 99-30
stochastic fixed point equation 03-2
stochastic order 03-6
Stokes problem 97-9, 99-5
sub-Laplacian 99-2, 01-3, 07-3
subelliptic estimate 99-2
sufficient second order conditions 04-14, 05-15, 05-23
superperfect set 00-20
Sylvester equation 01-13, 02-2
Symm's integral equation 01-10
Symmetric group algebras 07-21
Symmetric spaces 98-22
symmetrische Gruppe 00-18
symmetry 99-2, 01-3
T
test function 07-2
thin wire 00-14
thin wire antennas 99-19
time-discretisation 98-18
time grids 99-17
totally unimodular matrices 00-29
tractability 07-5, 07-19
Transaktionskosten 01-14, 01-15
transference 01-3
tree ideal 00-32
Triebel-Lizorkin space 07-2
trigonometric Galerkin method 01-10
U
unbounded model domain of polynomial type 07-2
uniaxial 98-33
uniform distribution 07-14
uniformity of the meager ideal 00-12
unitary representation 99-2, 01-3
unstructured meshes 04-5
V
Van Kan scheme 98-3
variational inequalities 98-13, 98-18
variational inequality 00-23
variational problems 99-9, 00-30, 00-33, 03-10
vector balancing games 00-28
viscoplasticity 00-23
W
Wavelet approximation 04-18
Wavelet Galerkin 07-11, 07-20
wavelets 03-9, 04-9, 04-17, 05-10, 05-13, 07-6
weak and strong local minima 03-10
worst-case setting 07-5, 07-19
X
Y
Young measures 97-18, 00-2


Mail an Jens Burmeister
[Thu Feb 19 18:56:38 2009]
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