# Verzeichnis der Autorinnen und Autoren

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

 99-29: Coloring t-dimensional m-Boxes

 Joachim H. Ahrens

 98-9: Inequalities for Independent Bernoulli Trials

 Jochen Alberty

 98-11: Remarks around 50 lines of Matlab: Finite Element implementation 98-13: Adaptive numerical analysis in primal elastoplasticity with hardening 98-18: Numerical Analysis of Time-depending Primal Elastoplasticity with Hardening 00-21: Matlab Implementation of the Finite Element Method in Elasticity 00-23: Averaging techniques for reliable a posteriori FE-error control in elastoplasticity with hardening ?

 Andreas Baltz

 99-23: Probabilistic Construction of Small Strongly Sum-Free Sets via Large Sidon Sets 99-24: The Structure of Maximum Subsets of {1,...,n} with no Solutions to a+b=kc 04-10: Fast Approximation of Minimum Multicast Congestion - Implementation versus Theory 04-11: Approximation Algorithms for the Euclidean Bipartite TSP 04-12: Constructions of Sparse Asymmetric Connectors with Number Theoretic Methods

 Imre Bárány

 04-19: Balanced Partitions of Vector Sequences

 Detlef Bargmann

 99-4: Iteration of inner functions and boundaries of components of the Fatou set 99-10: Periodic points and normal families

 Arne Barinka

 04-18: Fast Computation of Adaptive Wavelet Expansions

 Sören Bartels

 99-11: Each Averaging Technique Yields Reliable A~Posteriori Error Control in FEM on Unstructured Grids Part I: Low Order Conforming, Nonconforming, and Mixed FEM 00-5: Each Averaging Technique Yields Reliable A Posteriori Error Control in FEM on Unstructured Grids. Part II: Higher Order FEM 00-13: A posteriori error estimates for nonconforming finite element methods 01-2: Averaging Techniques Yield Reliable A Posteriori Finite Element Error Control for Obstacle Problems 02-1: Inhomogeneous Dirichlet conditions in a priori and a posteriori finite element error analysis

 Walter Bergweiler

 97-21: On semiconjugation of entire functions 98-20: Entire functions of slow growth whose Julia set coincides with the plane 98-24: A new proof of the Ahlfors five islands theorem 98-28: Normality and exceptional values of derivatives 99-10: Periodic points and normal families 99-15: Covering properties of derivatives of meromorphic functions 99-16: The role of the Ahlfors five islands theorem in complex dynamics 00-16: On the number of critical points in parabolic basins 02-4: On proper analytic maps with one critical point 02-5: Ahlfors Theory and Complex Dynamics: Periodic Points of Entire Functions 02-9: Periodic Fatou components and singularities of the inverse function 03-11: Meromorphic functions with two completely invariant domains 03-12: Fixed points of composite meromorphic functions and normal families 04-2: Quasinormal Families and Periodic Points 04-8: Zeros of differential polynomials in real meromorphic functions 05-18: Bloch's principle 05-19: Zeros of differences of meromorphic functions 05-25: Fixed points of composite entire and quasiregular maps 05-26: Proof of a conjecture of Polya on the zeros of successive derivatives of real entire functions 05-28: Permutable entire functions satisfying algebraic differential equations 06-1: Baker domains for Newton's method 06-5: Direct singularities and completely invariant domains of entire functions 07-9: Dynamics of meromorphic functions with direct or logarithmic singularities 07-15: An entire function with simply and multiply connected wandering domains 07-16: Newton's method and Baker domains

 Dieter Blessenohl

 96-5: On the Descending Loewy Series of Solomon's Descent Algebra 96-6: The Module Structure of Solomon's Descent Algebra 05-20: On the Normal Basis Theorem 05-21: Zu einer Vermutung von Morgan und Mullen 07-10: On the Theorem of Poincaré, Birkhoff and Witt 07-21: An Unpublished Theorem of Manfred Schocker and the Patras-Reutenauer Algebra

 Steffen Börm

 99-6: Analysis of Tensor Product Multigrid 00-17: Robust Multigrid for Maxwell's Equation

 Malte Braack

 07-7: A stabilized finite element scheme for the Navier-Stokes equations on anisotropic meshes 07-8: Optimal control in fluid mechanics by finite elements with symmetric stabilization

 Dietrich Braess

 98-26: A Multigrid Method for Nonconforming FE-Discretisations with Application to Non-Matching Grids

 Jan H. Brandts

 98-10: Superconvergence of a Galerkin Boundary Element Method for the Single Layer Potential using Piecewise Polynomial Approximations

 Jörg Brendle

 00-12: Uniformity of the meager ideal and maximal cofinitary groups

 Martin Brokate

 95-1: On the Mroz model 95-3: Rainflow Counting and Energy Dissipation for Hysteresis Models in Elastoplasticity 96-4: Wellposedness of Kinematic Hardening Models in Elastoplasticity 96-17: On the wellposedness of the Chaboche model 97-4: Maximum Norm Wellposedness of Nonlinear Kinematic Hardening Models 97-14: Elastoplastic constitutive laws of nonlinear kinematic hardening type

 Carsten Carstensen

 02-1: Inhomogeneous Dirichlet conditions in a priori and a posteriori finite element error analysis

 Carsten Carstensen

 96-7: A posteriori error estimate for the symmetric coupling of finite elements and boundary elements 97-2: Adaptive mesh refinement in scalar non-convex variational problems 97-6: Edge residuals dominate a posteriori error estimates for low order finite element methods 97-8: A posteriori error estimates and adaptive mesh-refining for non-conform finite element methods 97-9: A posteriori error estimates for finite element discretizations of the Stokes problem 97-11: Constants in Clement-interpolation error and residual based a posteriori estimates in finite element methods 97-12: Fully realiable localised error control in the FEM 97-18: Numerical Approximation of Young Measures in Non-convex Variational Problems 97-19: Weighted Clement-type interpolation and a posteriori analysis for FEM 97-20: Coupling of non-conform finite elements and boundary elements I: a priori estimates 98-5: Coupling of non-conform finite elements and boundary elements II: a posteriori estimates and adaptive mesh-refinement 98-11: Remarks around 50 lines of Matlab: Finite Element implementation 98-13: Adaptive numerical analysis in primal elastoplasticity with hardening 98-16: Numerical analysis of compatible phase transitions in elastic solids 98-18: Numerical Analysis of Time-depending Primal Elastoplasticity with Hardening 98-19: Locking-free adaptive mixed finite element methods in linear elasticity 98-25: Coupling of mixed finite elements and boundary elements 99-5: A posteriori error control in low-order finite element discretisations of incompressible stationary flow problems 99-9: Numerical Analysis of Relaxed Micromagnetics by Penalised Finite Elements 99-11: Each Averaging Technique Yields Reliable A~Posteriori Error Control in FEM on Unstructured Grids Part I: Low Order Conforming, Nonconforming, and Mixed FEM 99-12: An a priori error estimate for finite element discretizations in nonlinear elasticity for polyconvex materials under small loads 99-14: Averaging Technique for FE-A Posteriori Error Control in Elasticity. Part I: Conforming FEM 99-19: A posteriori error control for finite element approximations of the integral equation for thin wire antennas 99-20: A posteriori error estimate and h-adaptive algorithm on surfaces for Symm's integral equation 00-1: Merging the Bramble-Pasciak-Steinbach and the Crouzeix-Thomee Criterion for H1-Stability of the L2-Projection onto Finite Element Spaces 00-3: Calculating the Energy-Norm FEM-Error for Reissner-Mindlin Plates Without Known Reference Solution 00-5: Each Averaging Technique Yields Reliable A Posteriori Error Control in FEM on Unstructured Grids. Part II: Higher Order FEM 00-6: Averaging Technique for FE-A~Posteriori Error Control in Elasticity. Part II: $\lambda$-independent estimates 00-7: Adaptive Mixed Finite Element Method for Reißner-Mindlin Plate 00-11: Averaging Technique for A Posteriori Error Control in Elasticity. Part III: Locking-free nonconforming FEM 00-13: A posteriori error estimates for nonconforming finite element methods 00-19: Residual-Based A Posteriori Error Estimate for a Nonconforming Reissner-Mindlin Plate Finite Element 00-21: Matlab Implementation of the Finite Element Method in Elasticity 00-22: Mathematical Foundation of A Posteriori Error Estimates and Adaptive Mesh-Refining Algorithms for Boundary Integral Equations of the First Kind 00-23: Averaging techniques for reliable a posteriori FE-error control in elastoplasticity with hardening ? 00-24: Residual-Based A Posteriori Error Estimate for a Mixed Reißner-Mindlin Plate Finite Element Method 00-30: Nonconvex Potentials and Microstructures in Finite-Strain Plasticity 00-33: Numerical Analysis of a Relaxed Variational Model of Hysteresis in Two-Phase Solids 01-2: Averaging Techniques Yield Reliable A Posteriori Finite Element Error Control for Obstacle Problems 01-11: Residual-based a posteriori error estimate for hypersingular equation on surfaces

 Michael Christ

 96-2: On Lp spectral multipliers for a solvable Lie group

 Wolfgang Dahmen

 04-18: Fast Computation of Adaptive Wavelet Expansions 05-11: Adaptive Methods for Boundary Integral Equations - Complexity and Convergence Estimates

 Ewa Damek

 98-4: Pluriharmonic H 2 functions on symmetric irreducible Siegel domains

 Penny J. Davies

 00-14: Accurate and efficient algorithms for frequency domain scattering from a thin wire

 Anand Dessai

 06-10: Nonnegative Curvature and Cobordism Type

 Benjamin Doerr

 06-14: Construction of low-discrepancy point sets of small size by bracketing covers and dependent randomized rounding 08-1: Component-by-component construction of low-discrepancy point sets of small size

 Benjamin Doerr

 98-34: Linear and hereditary discrepancy 98-42: Discrepancy of cartesian products of arithmetic progressions 99-28: Communication Complexity and the Protocol Partition Number 99-29: Coloring t-dimensional m-Boxes 00-27: Discrepancy in Different Numbers of Colors 00-28: Vector Balancing Games with Aging 00-29: Lattice Approximation and Linear Discrepancy of Totally Unimodular Matrices 00-35: Multi-Color Discrepancies 04-7: Non-independent Randomized Rounding and an Application to Digital Halftoning 04-13: Bounds and Construction for the Star-Discrepancy via Delta-Covers 04-19: Balanced Partitions of Vector Sequences 04-20: Matrix Approximation and Tusnády's Problem 05-1: Improved Bounds and Schemes for the Declustering Problem 05-2: Discrepancy of Products of Hypergraphs 05-3: Matrix Rounding with Respect to Small Submatrices

 Georg Dolzmann

 98-19: Locking-free adaptive mixed finite element methods in linear elasticity 99-12: An a priori error estimate for finite element discretizations in nonlinear elasticity for polyconvex materials under small loads 02-1: Inhomogeneous Dirichlet conditions in a priori and a posteriori finite element error analysis

 David Drasin

 06-1: Baker domains for Newton's method

 Klaus Dreßler

 95-1: On the Mroz model 95-3: Rainflow Counting and Energy Dissipation for Hysteresis Models in Elastoplasticity

 Maximilian Dryja

 95-5: On the Nonlinear Domain Decomposition Method 98-26: A Multigrid Method for Nonconforming FE-Discretisations with Application to Non-Matching Grids

 Dugald B. Duncan

 00-14: Accurate and efficient algorithms for frequency domain scattering from a thin wire

 Karsten Eppler

 03-9: Fast wavelet BEM for 3d electromagnetic shaping 04-6: A regularized Newton method in EIT using shape Hessian information 04-9: Shape optimization for 3D electrical impedance tomography 04-14: Efficient Treatment of Stationary Free Boundary Problems 05-12: On Convergence in Elliptic Shape Optimization 05-15: Coupling of FEM and BEM in Shape Optimization 05-23: Compact Gradient Tracking in Shape Optimization 06-3: A New Fictitious Domain Method in Shape Optimization 06-15: Tracking Neumann Data for Stationary Free Boundary Problems

 Alexandre Eremenko

 98-20: Entire functions of slow growth whose Julia set coincides with the plane 03-11: Meromorphic functions with two completely invariant domains 04-8: Zeros of differential polynomials in real meromorphic functions 05-26: Proof of a conjecture of Polya on the zeros of successive derivatives of real entire functions 06-5: Direct singularities and completely invariant domains of entire functions

 Stefan Erichsen

 96-15: Efficient automatic quadrature in 3-d Galerkin BEM

 Birgit Faermann

 96-8: Local a-posteriori error estimators for the Galerkin discretization of boundary integral equations 97-10: Localization of the Aronszajn-Slobodeckij norm and application to adaptive boundary element methods 00-22: Mathematical Foundation of A Posteriori Error Estimates and Adaptive Mesh-Refining Algorithms for Boundary Integral Equations of the First Kind

 Reinhard Farwig

 03-1: Lq-theory of a singular winding integral operator arising in fluid dynamics

 Xiaobing Feng

 01-4: Numerical analysis of the Allen-Cahn equation and approximation for mean curvature flows

 05-9: Best N term approximation for electronic wavefunctions

 06-7: Best N-term approximation in electronic structure calculations. II. Jastrow factors

 Stefan A. Funken

 97-11: Constants in Clement-interpolation error and residual based a posteriori estimates in finite element methods 97-12: Fully realiable localised error control in the FEM 97-20: Coupling of non-conform finite elements and boundary elements I: a priori estimates 98-5: Coupling of non-conform finite elements and boundary elements II: a posteriori estimates and adaptive mesh-refinement 98-11: Remarks around 50 lines of Matlab: Finite Element implementation 98-19: Locking-free adaptive mixed finite element methods in linear elasticity 98-25: Coupling of mixed finite elements and boundary elements 99-5: A posteriori error control in low-order finite element discretisations of incompressible stationary flow problems 99-14: Averaging Technique for FE-A Posteriori Error Control in Elasticity. Part I: Conforming FEM 99-18: On Stabilized Finite Element Methods in Relaxed Micromagnetism 00-6: Averaging Technique for FE-A~Posteriori Error Control in Elasticity. Part II: $\lambda$-independent estimates 00-11: Averaging Technique for A Posteriori Error Control in Elasticity. Part III: Locking-free nonconforming FEM 00-14: Accurate and efficient algorithms for frequency domain scattering from a thin wire 00-21: Matlab Implementation of the Finite Element Method in Elasticity

 Tsogtgerel Gantamur

 05-13: An Optimal Adaptive Wavelet Method for Elliptic Equations without Coarsening

 Michael Gnewuch

 04-13: Bounds and Construction for the Star-Discrepancy via Delta-Covers 05-2: Discrepancy of Products of Hypergraphs 05-4: Bounds for the average Lp-extreme and the L∞-extreme discrepancy 06-9: Cubature formulas for function spaces with moderate smoothness 06-14: Construction of low-discrepancy point sets of small size by bracketing covers and dependent randomized rounding 07-4: Bracketing numbers for axis-parallel boxes and applications to geometric discrepancy 07-5: Generalized Tractability for Linear Functionals 07-14: Construction of Minimal Bracketing Covers for Rectangles 07-19: Generalized Tractability for Multivariate Problems, Part II: Linear Tensor Product Problems, Linear Information, and Unrestricted Tractability 08-1: Component-by-component construction of low-discrepancy point sets of small size 08-3: Finding optimal volume subintervals with k points and calculating the star discrepancy are NP-hard problems

 Matthias K. Gobbert

 98-1: A discontinuous Finite Element method for solving a multi-well problem 98-15: A survey of classical and new finite element methods for the computation of Crystalline Microstructure

 Dirk Gorges

 00-26: a.e. convergence of Bochner-Riesz means on the Heisenberg group and fractional integration on the dual

 Ivan G. Graham

 98-6: Hybrid Galerkin Boundary Elements: Theory and Implementation

 Lars Grasedyck

 01-13: Singular value bounds for the Cauchy matrix and solutions of Sylvester equations 02-2: Existence of a low rank or H-matrix approximant to the solution of a Sylvester equation

 Hans Günzler

 96-14: Improper integrals and local integrals

 Sabine Gutsch

 97-22: Cyclic and feedback vertex set ordering for the 2d convection-diffusion equation

 Wolfgang Hackbusch

 95-2: Adaptive Composite Finite Elements for the Solution of PDEs containing non-uniformely distributed Micro-Scales 95-4: On the Efficient Realization of Sparse Matrix Techniques for Integral Equations with Focus on Panel Clustering, Cubature and Software Design Aspects 95-5: On the Nonlinear Domain Decomposition Method 95-6: A New Finite Element Approach for Problems Containing Small Geometric Details 96-11: Composite Finite Elements for Problems Containing Small Geometric Details. Part II: Implementation and Numerical Results 96-18: Remarks on Error Estimation in the Presence of Iteration Errors 97-3: Numerische Mathematik und ihre Wechselwirkung mit der gegenwärtigen Rechnerentwicklung 98-6: Hybrid Galerkin Boundary Elements: Theory and Implementation 98-26: A Multigrid Method for Nonconforming FE-Discretisations with Application to Non-Matching Grids 98-27: A Sparse Matrix Arithmetic based on H-Matrices. Part I: Introduction to H-Matrices 05-9: Best N term approximation for electronic wavefunctions 06-7: Best N-term approximation in electronic structure calculations. II. Jastrow factors

 Klaus Hackl

 00-30: Nonconvex Potentials and Microstructures in Finite-Strain Plasticity

 Yongsheng Han

 07-1: Littlewood-Paley Characterizations for Hardy Spaces 07-2: Besov and Triebel-Lizorkin Spaces on Metric Measure Spaces Modeled on Carnot-Caratheodory Spaces

 Helmut Harbrecht

 07-13: Multilevel frames for sparse tensor product spaces 07-18: From Computer Aided Design till Wavelet BEM

 Helmut Harbrecht

 03-9: Fast wavelet BEM for 3d electromagnetic shaping 04-5: Wavelet Galerkin BEM on unstructured meshes 04-6: A regularized Newton method in EIT using shape Hessian information 04-9: Shape optimization for 3D electrical impedance tomography 04-14: Efficient Treatment of Stationary Free Boundary Problems 04-15: Wavelets with patchwise cancellation properties 05-11: Adaptive Methods for Boundary Integral Equations - Complexity and Convergence Estimates 05-12: On Convergence in Elliptic Shape Optimization 05-13: An Optimal Adaptive Wavelet Method for Elliptic Equations without Coarsening 05-15: Coupling of FEM and BEM in Shape Optimization 05-23: Compact Gradient Tracking in Shape Optimization 05-24: Wavelet Matrix Compression for Boundary Integral Equations 05-29: Fast Methods for Three-Dimensional Inverse Obstacle Scattering Problems 06-3: A New Fictitious Domain Method in Shape Optimization 06-12: Sparse second moment analysis for elliptic problems in stochastic domains 06-13: Analytical and numerical methods in shape optimization 06-15: Tracking Neumann Data for Stationary Free Boundary Problems 07-6: A Newton method for Bernoulli's free boundary problem in three dimensions

 Nils Hebbinghaus

 05-1: Improved Bounds and Schemes for the Declustering Problem 05-2: Discrepancy of Products of Hypergraphs 05-5: Discrepancy of Sums of Arithmetic Progressions 05-6: One-Sided Discrepancy of Linear Hyperplanes in Finite Vectorspaces

 Jens Heber

 04-16: On harmonic and asymptotically harmonic homogeneous spaces

 Waldemar Hebisch

 01-3: Sub-Laplacians of holomorphic Lp-type on exponential solvable groups

 Andreas Hein

 96-10: Modifications of the continuous Mróz-model which exhibit ratchetting rate decay

 Dörte S. Helm

 98-19: Locking-free adaptive mixed finite element methods in linear elasticity

 Aimo Hinkkanen

 97-21: On semiconjugation of entire functions

 Ralf Hiptmair

 99-6: Analysis of Tensor Product Multigrid

 Toshiaki Hishida

 03-1: Lq-theory of a singular winding integral operator arising in fluid dynamics

 Thorsten Hohage

 05-29: Fast Methods for Three-Dimensional Inverse Obstacle Scattering Problems

 Andrzej Hulanicki

 98-4: Pluriharmonic H 2 functions on symmetric irreducible Siegel domains

 Isroil A. Ikromov

 03-3: Damped oscillatory integrals and boundedness of maximal operators associated to mixed homogeneous hypersurfaces

 Albrecht Irle

 99-8: A Tutorial on Young-Stieltjes Integration 01-14: Portfoliooptimierung unter Transaktionskosten im Black-Scholes-Modell - ein Überblick 05-30: Optimal Portfolio Policies under Fixed and Proportional Transaction Costs 08-2: A renewal theoretic result in portfolio theory under transaction costs with multiple risky assets

 Gerold Jäger

 04-12: Constructions of Sparse Asymmetric Connectors with Number Theoretic Methods

 Peter Jagers

 03-8: Stochastic fixed points involving the maximum

 Stefan Jansche

 00-13: A posteriori error estimates for nonconforming finite element methods

 Stefan Jansche

 97-8: A posteriori error estimates and adaptive mesh-refining for non-conform finite element methods 97-9: A posteriori error estimates for finite element discretizations of the Stokes problem

 Armin Jöllenbeck

 98-30: Cyclic characters of symmetric groups 00-18: Eine Symmetrieeigenschaft von Solomons Algebra und der höheren Lie-Charaktere

 Sven Jossen

 00-32: A two-dimensional tree ideal

 Ulf Kähler

 04-5: Wavelet Galerkin BEM on unstructured meshes 05-24: Wavelet Matrix Compression for Boundary Integral Equations

 Vitali Kapovitch

 06-11: Nilpotency, almost nonnegative curvature and the gradient push

 99-13: Local solvability for a class of second order complex coefficient differential operators on the Heisenberg group H2.

 Michael Kempe

 03-3: Damped oscillatory integrals and boundedness of maximal operators associated to mixed homogeneous hypersurfaces

 Olaf Klein

 01-12: Canonical forms of borel functions on the Hindman Space

 Roland Klose

 00-21: Matlab Implementation of the Finite Element Method in Elasticity

 Diether Knof

 04-1: Konvergenz von Find zu einem Maß auf D[0, 1]

 Hermann König

 98-21: On the best constants in the Khintchine inequality for variables on spheres 98-23: The isotropy constants of the Schatten classes are bounded

 Peter Kosmol

 03-10: Convexification of variational problems 03-13: On Stability for Families of Nonlinear Equations 05-14: Parameterfree Approximation of Time Series Data by Monotone Functions 05-17: Über Anwendungen des matrixfreien Newtonverfahrens 08-4: Eine Auswertung der Lindelöf-Konstruktion 08-5: Über den Rotationskörper größten Volumens bei vorgegebener Länge des Meridians 09-1: Dido-Aufgaben und Brachistochrone

 Pavel Krejci

 95-1: On the Mroz model 95-3: Rainflow Counting and Energy Dissipation for Hysteresis Models in Elastoplasticity 96-4: Wellposedness of Kinematic Hardening Models in Elastoplasticity 96-17: On the wellposedness of the Chaboche model 97-4: Maximum Norm Wellposedness of Nonlinear Kinematic Hardening Models

 Peter Kritzer

 08-1: Component-by-component construction of low-discrepancy point sets of small size

 Martin Kruzik

 00-2: Young measure approximation in micromagnetics

 Michael Lacey

 96-9: Lp estimates on the bilinear Hilbert transform for 2 < p < \infty 97-5: On Calderon's conjecture

 Christian Lage

 95-4: On the Efficient Realization of Sparse Matrix Techniques for Integral Equations with Focus on Panel Clustering, Cubature and Software Design Aspects 97-17: Transformation of hypersingular integrals and black-box cubature

 James Langley

 04-8: Zeros of differential polynomials in real meromorphic functions 05-19: Zeros of differences of meromorphic functions 06-1: Baker domains for Newton's method

 Hartmut Laue

 96-5: On the Descending Loewy Series of Solomon's Descent Algebra 96-6: The Module Structure of Solomon's Descent Algebra

 Sabine Le Borne

 99-7: Ordering techniques for two- and three-dimensional convection-dominated problems

 Vsevolod F. Lev

 00-39: Cameron-Erdös Modulo a Prime

 Rene Lindloh

 06-9: Cubature formulas for function spaces with moderate smoothness

 Tomasz Luczak

 99-26: On the maximal density of sum-free sets 00-38: On the Number of Maximal Sum-Free Sets

 Jean Ludwig

 99-2: Sub-Laplacians of holomorphic Lp-type on rank one AN-groups and related solvable groups 01-3: Sub-Laplacians of holomorphic Lp-type on exponential solvable groups 04-4: Holomorphic Lp-type for sub-Laplacians on connected Lie groups

 Matthias Maischak

 99-20: A posteriori error estimate and h-adaptive algorithm on surfaces for Symm's integral equation 01-11: Residual-based a posteriori error estimate for hypersingular equation on surfaces

 Christopher Meaney

 07-3: A.e. convergence of spectral sums on Lie groups

 Mathieu Meyer

 98-23: The isotropy constants of the Schatten classes are bounded

 Alexander Mielke

 00-30: Nonconvex Potentials and Microstructures in Finite-Strain Plasticity

 Mario Mommer

 06-3: A New Fictitious Domain Method in Shape Optimization

 Dieter Müller-Wichards

 03-10: Convexification of variational problems 03-13: On Stability for Families of Nonlinear Equations 05-14: Parameterfree Approximation of Time Series Data by Monotone Functions

 Detlef Müller

 96-1: On the solvability of homogeneous left-invariant differential operators on the Heisenberg group 96-2: On Lp spectral multipliers for a solvable Lie group 97-1: Normal forms of involutive complex Hamiltonian matrices under the real symplectic group 97-7: Lp estimates for the wave equation on the Heisenberg group 98-4: Pluriharmonic H 2 functions on symmetric irreducible Siegel domains 98-8: On local solvability for complex coefficient differential operators on the Heisenberg group 99-2: Sub-Laplacians of holomorphic Lp-type on rank one AN-groups and related solvable groups 99-13: Local solvability for a class of second order complex coefficient differential operators on the Heisenberg group H2. 99-21: Local solvability for positive combinations of generalized sub-Laplacians on the Heisenberg group 00-25: Regularity properties of wave propagation on conic manifolds and applications to spectral multipliers 00-26: a.e. convergence of Bochner-Riesz means on the Heisenberg group and fractional integration on the dual 00-31: A class of solvable non-homogeneous differential operators on the Heisenberg group 00-34: Solvability of second-order left-invariant differential operators on the Heisenberg group satisfying a cone condition 01-3: Sub-Laplacians of holomorphic Lp-type on exponential solvable groups 02-6: Non-Solvability for a class of left-invariant second-order differential operators on the Heisenberg group 03-1: Lq-theory of a singular winding integral operator arising in fluid dynamics 03-3: Damped oscillatory integrals and boundedness of maximal operators associated to mixed homogeneous hypersurfaces 03-4: Solvability of dissipative second order left-invariant differential operators on the Heisenberg group 03-5: Singular spherical maximal operators on a class of step two nilpotent Lie groups 04-3: Wave equation and multiplier estimates on ax+b groups 04-4: Holomorphic Lp-type for sub-Laplacians on connected Lie groups 05-7: Local solvability of second order differential operators with double characteristics I: Necessary conditions 05-22: Lp-spectral multipliers for the Hodge Laplacian acting on 1-forms on the Heisenberg group 07-1: Littlewood-Paley Characterizations for Hardy Spaces 07-2: Besov and Triebel-Lizorkin Spaces on Metric Measure Spaces Modeled on Carnot-Caratheodory Spaces 07-3: A.e. convergence of spectral sums on Lie groups

 Ira Neitzel

 07-17: Strategies for time-dependent PDE control using an integrated modeling and simulation environment. Part one: problems without inequality constraints

 Hassan M. Okasha

 03-2: Random Quicksort on Nonnegative Integers

 Alain Pajor

 98-23: The isotropy constants of the Schatten classes are bounded

 Stephan Pareigis

 97-13: A hybrid grid refinement scheme for reinforcement learning based on local defect correcting methods 97-15: Numerical Schemes for the Continuous Q-function of Reinforcement Learning 98-14: Local defect correction methods for the Bellman equation

 Volkert Paulsen

 00-8: The geometric put 00-9: The h-Transformation and its Application to Mathematical Finance 00-10: On optimal stopping with smooth reward 00-15: The American put on a stock index

 Marco M. Peloso

 96-1: On the solvability of homogeneous left-invariant differential operators on the Heisenberg group 98-4: Pluriharmonic H 2 functions on symmetric irreducible Siegel domains 98-8: On local solvability for complex coefficient differential operators on the Heisenberg group 02-6: Non-Solvability for a class of left-invariant second-order differential operators on the Heisenberg group 05-22: Lp-spectral multipliers for the Hodge Laplacian acting on 1-forms on the Heisenberg group

 Anton Petrunin

 06-11: Nilpotency, almost nonnegative curvature and the gradient push

 Friedrich Pillichshammer

 08-1: Component-by-component construction of low-discrepancy point sets of small size

 Robert Plato

 01-10: The fast solution of periodic integral and pseudodifferential equationsby GMRES

 Petr Plechac

 97-2: Adaptive mesh refinement in scalar non-convex variational problems 98-16: Numerical analysis of compatible phase transitions in elastic solids 00-33: Numerical Analysis of a Relaxed Variational Model of Hysteresis in Two-Phase Solids

 Dirk Praetorius

 01-1: Remarks And Examples Concerning Distance Ellipsoids 01-11: Residual-based a posteriori error estimate for hypersingular equation on surfaces

 Claas Prelle

 08-2: A renewal theoretic result in portfolio theory under transaction costs with multiple risky assets

 Elena Prestini

 07-3: A.e. convergence of spectral sums on Lie groups

 Harry Preuß

 98-39: Blockwise variable orderings for shared BDDs

 Thomas Probst

 97-22: Cyclic and feedback vertex set ordering for the 2d convection-diffusion equation

 Andreas Prohl

 98-1: A discontinuous Finite Element method for solving a multi-well problem 98-2: A first order projection-based time-splitting scheme for computing chemically reacting flows 98-3: A second order projection-based time-splitting scheme for computing chemically reacting flows 98-12: An adaptive Finite Element method for solving a double well problem describing crystalline microstructure 98-15: A survey of classical and new finite element methods for the computation of Crystalline Microstructure 98-17: On the pollution effect of quasi-compressibility methods in magneto-hydrodynamics and reactive flows 98-31: Multiscale resolution in the computation of crystalline microstructure 98-32: Error analysis for the computation of microstructure in cubic ferromagnets 98-33: Error analysis for the computation of microstructure in uniaxial ferromagnets 99-9: Numerical Analysis of Relaxed Micromagnetics by Penalised Finite Elements 99-17: On Pressure Approximation via Projection Methods in Computational Fluid Dynamics 99-18: On Stabilized Finite Element Methods in Relaxed Micromagnetism 00-2: Young measure approximation in micromagnetics 01-4: Numerical analysis of the Allen-Cahn equation and approximation for mean curvature flows

 Uwe Prüfert

 07-17: Strategies for time-dependent PDE control using an integrated modeling and simulation environment. Part one: problems without inequality constraints

 Maharavo Randrianarivony

 07-11: A survey on global continuity in geometric processing of CAD objects for the Wavelet-Galerkin scheme 07-18: From Computer Aided Design till Wavelet BEM 07-20: Preparation of molecular surfaces for meshfree Wavelet Galerkin numerical solvers

 Teresa Regiñska

 06-4: A Cauchy problem for the Helmholtz equation: application to analysis of light propagation in solids

 Kazimierz Regiñski

 06-4: A Cauchy problem for the Helmholtz equation: application to analysis of light propagation in solids

 Lasse Rempe

 02-7: An Answer to a Question of Herman, Baker and Rippon Concerning Siegel Disks 02-8: On the Landing of Periodic Rays for Exponential Maps

 Christophe Reutenauer

 00-18: Eine Symmetrieeigenschaft von Solomons Algebra und der höheren Lie-Charaktere

 Fulvio Ricci

 96-1: On the solvability of homogeneous left-invariant differential operators on the Heisenberg group 98-8: On local solvability for complex coefficient differential operators on the Heisenberg group 00-34: Solvability of second-order left-invariant differential operators on the Heisenberg group satisfying a cone condition 05-22: Lp-spectral multipliers for the Hodge Laplacian acting on 1-forms on the Heisenberg group

 Martin Riedmiller

 97-13: A hybrid grid refinement scheme for reinforcement learning based on local defect correcting methods

 Philip J. Rippon

 07-9: Dynamics of meromorphic functions with direct or logarithmic singularities

 Uwe Rösler

 96-13: Slantedness: a survey and new results 96-16: On slantedness 98-7: A fixed point equation for distributions 98-9: Inequalities for Independent Bernoulli Trials 99-1: On the analysis of stochastic divide and conquer algorithms 99-3: The X ln X condition for the Weighted Branching Process 99-30: Convergence Conditions for Weighted Branching Processes 03-6: The backward view on the algorithm FIND 03-7: QUICKSELECT revisited 03-8: Stochastic fixed points involving the maximum

 Tomas Roubicek

 97-18: Numerical Approximation of Young Measures in Non-convex Variational Problems

 Bryan P. Rynne

 99-19: A posteriori error control for finite element approximations of the integral equation for thin wire antennas

 Jörn Sass

 05-30: Optimal Portfolio Policies under Fixed and Proportional Transaction Costs

 Jörn Saß

 01-14: Portfoliooptimierung unter Transaktionskosten im Black-Scholes-Modell - ein Überblick 01-15: Portfoliooptimierung bei logarithmischen Nutzen in einer Periode

 Stefan A. Sauter

 95-2: Adaptive Composite Finite Elements for the Solution of PDEs containing non-uniformely distributed Micro-Scales 95-4: On the Efficient Realization of Sparse Matrix Techniques for Integral Equations with Focus on Panel Clustering, Cubature and Software Design Aspects 95-6: A New Finite Element Approach for Problems Containing Small Geometric Details 96-3: A Remark on Extension Theorems For Domains Having Small Geometric Details 96-11: Composite Finite Elements for Problems Containing Small Geometric Details. Part II: Implementation and Numerical Results 96-15: Efficient automatic quadrature in 3-d Galerkin BEM 97-16: Composite Finite Elements for problems with complicated boundary. Part III: Essential Boundary Conditions 97-17: Transformation of hypersingular integrals and black-box cubature 98-6: Hybrid Galerkin Boundary Elements: Theory and Implementation

 Roland Schmidt

 95-7: Lattice Embeddings of Abelian Prime Power Groups

 Reinhold Schneider

 04-5: Wavelet Galerkin BEM on unstructured meshes 04-17: Wavelets for density matrix computation in electronic structure calculation 04-18: Fast Computation of Adaptive Wavelet Expansions 05-9: Best N term approximation for electronic wavefunctions 05-10: Wavelet FEM for variable order pseudodifferential equations 05-11: Adaptive Methods for Boundary Integral Equations - Complexity and Convergence Estimates 05-12: On Convergence in Elliptic Shape Optimization 05-24: Wavelet Matrix Compression for Boundary Integral Equations 06-6: Analysis of the projected coupled cluster method in electronic structure calculation 06-7: Best N-term approximation in electronic structure calculations. II. Jastrow factors 06-8: Projection methods in electronic structure calculation 06-9: Cubature formulas for function spaces with moderate smoothness 06-12: Sparse second moment analysis for elliptic problems in stochastic domains 07-13: Multilevel frames for sparse tensor product spaces

 Manfred Schocker

 98-29: Über Graphen mit vorgegebenen Valenzen 98-30: Cyclic characters of symmetric groups 01-5: Multiplicities of Higher Lie Characters 01-6: Idempotents for Derangement Numbers 01-7: On the Root Symmetry of Higher Lie Characters 01-8: Embeddings of Higher Lie Modules 01-9: Lie Idempotent Algebras

 Joachim Schöberl

 00-24: Residual-Based A Posteriori Error Estimate for a Mixed Reißner-Mindlin Plate Finite Element Method

 Tomasz Schoen

 05-6: One-Sided Discrepancy of Linear Hyperplanes in Finite Vectorspaces

 Tomasz Schoen

 98-35: The number of monochromatic Schur triples 98-36: On the density of sets containing no three distinct numbers with all their sums 98-38: A note on the number of (k,l) sum-free sets 98-40: On sets of natural numbers whose sumset is free of squares 99-23: Probabilistic Construction of Small Strongly Sum-Free Sets via Large Sidon Sets 99-24: The Structure of Maximum Subsets of {1,...,n} with no Solutions to a+b=kc 99-25: On sets of natural numbers without solution to a noninvariant linear equation 99-26: On the maximal density of sum-free sets 99-27: The Cardinality of Restricted Sumsets 99-29: Coloring t-dimensional m-Boxes 00-36: The distribution of dense Sidon subsets of Zm 00-37: The Number of (2,3)-Sum-Free Subsets of {1,...,n} 00-38: On the Number of Maximal Sum-Free Sets 00-39: Cameron-Erdös Modulo a Prime

 Carsten Schütt

 98-22: Projection constants of symmetric spaces and variants of Khintchine's inequality

 Christoph Schwab

 05-10: Wavelet FEM for variable order pseudodifferential equations 06-12: Sparse second moment analysis for elliptic problems in stochastic domains 07-13: Multilevel frames for sparse tensor product spaces

 Andreas Seeger

 00-25: Regularity properties of wave propagation on conic manifolds and applications to spectral multipliers 03-5: Singular spherical maximal operators on a class of step two nilpotent Lie groups

 Heike Siebert

 05-8: Fixed Points and Normal Families of Quasiregular Mappings

 Thomas Slawig

 07-17: Strategies for time-dependent PDE control using an integrated modeling and simulation environment. Part one: problems without inequality constraints

 Sofiane Souaifi

 04-4: Holomorphic Lp-type for sub-Laplacians on connected Lie groups

 Otmar Spinas

 00-4: Ramsey and Freeness Properties of Polish Planes 00-12: Uniformity of the meager ideal and maximal cofinitary groups 00-20: Canonical behaviour of Borel functions on superperfect rectangles 00-32: A two-dimensional tree ideal 01-12: Canonical forms of borel functions on the Hindman Space 02-3: Analytic Countably Splitting Families 05-16: Splitting Squares 05-27: Additivity of the two-dimensional Miller ideal 07-12: Perfect Set Theorems 07-22: Finite powers of Laver forcing are proper

 Anand Srivastav

 98-37: On complexity, representation and approximation of integral multicommodity flows 98-39: Blockwise variable orderings for shared BDDs 98-41: An approximation algorithm for maximum dispersion based on linear programming 98-42: Discrepancy of cartesian products of arithmetic progressions 99-23: Probabilistic Construction of Small Strongly Sum-Free Sets via Large Sidon Sets 00-35: Multi-Color Discrepancies 04-10: Fast Approximation of Minimum Multicast Congestion - Implementation versus Theory 04-11: Approximation Algorithms for the Euclidean Bipartite TSP 04-12: Constructions of Sparse Asymmetric Connectors with Number Theoretic Methods 04-13: Bounds and Construction for the Star-Discrepancy via Delta-Covers 05-6: One-Sided Discrepancy of Linear Hyperplanes in Finite Vectorspaces 06-9: Cubature formulas for function spaces with moderate smoothness 08-3: Finding optimal volume subintervals with k points and calculating the star discrepancy are NP-hard problems

 Gwyneth M. Stallard

 07-9: Dynamics of meromorphic functions with direct or logarithmic singularities

 Peter Stangier

 98-37: On complexity, representation and approximation of integral multicommodity flows

 Elias M. Stein

 97-7: Lp estimates for the wave equation on the Heisenberg group

 Ernst Peter Stephan

 99-20: A posteriori error estimate and h-adaptive algorithm on surfaces for Symm's integral equation 01-11: Residual-based a posteriori error estimate for hypersingular equation on surfaces

 Rob Stevenson

 04-15: Wavelets with patchwise cancellation properties 05-13: An Optimal Adaptive Wavelet Method for Elliptic Equations without Coarsening

 96-13: Slantedness: a survey and new results

 Christoph Thiele

 96-9: Lp estimates on the bilinear Hilbert transform for 2 < p < \infty 97-1: Normal forms of involutive complex Hamiltonian matrices under the real symplectic group 97-5: On Calderon's conjecture 04-3: Wave equation and multiplier estimates on ax+b groups

 Sonja Thiele

 05-27: Additivity of the two-dimensional Miller ideal

 06-2: A New Approach to Energy-Based Sparse FE Spaces

 Nicole Tomczak-Jaegermann

 98-22: Projection constants of symmetric spaces and variants of Khintchine's inequality

 Wilderich Tuschmann

 06-10: Nonnegative Curvature and Cobordism Type 06-11: Nilpotency, almost nonnegative curvature and the gradient push

 01-10: The fast solution of periodic integral and pseudodifferential equationsby GMRES

 99-30: Convergence Conditions for Weighted Branching Processes

 Rüdiger Verfürth

 97-6: Edge residuals dominate a posteriori error estimates for low order finite element methods

 Jens Uwe Wappler

 96-18: Remarks on Error Estimation in the Presence of Iteration Errors

 Toralf Weber

 04-17: Wavelets for density matrix computation in electronic structure calculation 06-8: Projection methods in electronic structure calculation

 P. Wehr

 98-42: Discrepancy of cartesian products of arithmetic progressions

 Kerstin Weinberg

 99-22: An Adaptive Finite Element Approach for a Mixed Reissner-Mindlin Plate Formulation 00-3: Calculating the Energy-Norm FEM-Error for Reissner-Mindlin Plates Without Known Reference Solution 00-7: Adaptive Mixed Finite Element Method for Reißner-Mindlin Plate

 Walter Wenzel

 96-12: Projective Equivalence of $\Delta$-Matroids with Coefficients and Symplectic Geometries

 Sören Werth

 05-1: Improved Bounds and Schemes for the Declustering Problem

 Carola Winzen

 08-3: Finding optimal volume subintervals with k points and calculating the star discrepancy are NP-hard problems

 Katja Wolf

 98-41: An approximation algorithm for maximum dispersion based on linear programming

 Henryk Wozniakowski

 07-5: Generalized Tractability for Linear Functionals 07-19: Generalized Tractability for Multivariate Problems, Part II: Linear Tensor Product Problems, Linear Information, and Unrestricted Tractability

 Dachun Yang

 07-1: Littlewood-Paley Characterizations for Hardy Spaces 07-2: Besov and Triebel-Lizorkin Spaces on Metric Measure Spaces Modeled on Carnot-Caratheodory Spaces

 Darius Zarrabi

 98-13: Adaptive numerical analysis in primal elastoplasticity with hardening

 Zhenqiu Zhang

 99-21: Local solvability for positive combinations of generalized sub-Laplacians on the Heisenberg group 00-31: A class of solvable non-homogeneous differential operators on the Heisenberg group

 Yi Zhang

 00-12: Uniformity of the meager ideal and maximal cofinitary groups