J. Rehberg

发表

A bi-Lipschitz continuous, volume preserving map from the unit ball onto a cube

J. Griepentrog, W. Höppner, H. Kaiser, 2008 .

About a stationary Schrödinger-Poisson system with Kohn-Sham potential in a bounded two- or three-dimensional domain

H. Kaiser, J. Rehberg, 2000 .

About a one-dimensional stationary Schrödinger-Poisson system with Kohn-Sham potential

J. Rehberg, H. Kaiser, 1999 .

A QUANTUM TRANSMITTING SCHRÖDINGER–POISSON SYSTEM

Hans-Christoph Kaiser, Joachim Rehberg, Hagen Neidhardt, 2004 .

Optimal regularity for elliptic transmission problems including C1 interfaces

G. Schmidt, J. Rehberg, J. Elschner, 2006 .

Direct computation of elliptic singularities across anisotropic, multi-material edges

H. Kaiser, J. Rehberg, H. Kaiser, 2011 .

Optimal elliptic regularity at the crossing of a material interface and a Neumann boundary edge

H. Kaiser, J. Rehberg, 2010 .

W 1,q regularity results for elliptic transmission problems on heterogeneous polyhedra

Johannes Elschner, Hans-Christoph Kaiser, Gunther Schmidt, 2007 .

On maximal parabolic regularity for non-autonomous parabolic operators

Joachim Rehberg, Karoline Disser, A.F.M. ter Elst, 2016, 1604.05850.

Elliptic and parabolic regularity for second‐ order divergence operators with mixed boundary conditions

J. Rehberg, D. Knees, R. Haller-Dintelmann, 2013, 1310.3679.

Regularization for optimal control problems associated to nonlinear evolution equations

J. Rehberg, C. Meyer, H. Meinlschmidt, 2019 .

Optimal Control of a Parabolic Equation with Dynamic Boundary Condition

J. Rehberg, K. Krumbiegel, D. Hömberg, 2012, Applied Mathematics & Optimization.

Boundary coefficient control --- A maximal parabolic regularity approach

J. Rehberg, K. Krumbiegel, D. Hoemberg, 2012 .

A Kohn–Sham system at zero temperature

P. N. Racec, J. Rehberg, H. Neidhardt, 2008, 0801.2693.

Optimal elliptic Sobolev regularity near three-dimensional multi-material Neumann vertices

W. Höppner, H. Kaiser, J. Rehberg, 2012 .

Maximal parabolic regularity for divergence operators including mixed boundary conditions

Joachim Rehberg, Robert Haller-Dintelmann, J. Rehberg, 2008, 0903.0239.

The 3D transient semiconductor equations with gradient-dependent and interfacial recombination

J. Rehberg, K. Disser, 2018, Mathematical Models and Methods in Applied Sciences.

Hölder-estimates for non-autonomous parabolic problems with rough data

J. Rehberg, H. Meinlschmidt, 2015 .

The square root problem for second-order, divergence form operators with mixed boundary conditions on Lp

P. Auscher, J. Rehberg, R. Haller-Dintelmann, 2012, 1210.0780.

L∞-ESTIMATES FOR DIVERGENCE OPERATORS ON BAD DOMAINS

J. Rehberg, A. ter Elst, A. T. Elst, 2012 .

On elliptic and parabolic regularity for mixed boundary value problems

J. Rehberg, D. Knees, R. Haller-Dintelmann, 2012 .

The full Keller–Segel model is well-posed on nonsmooth domains

J. Rehberg, H. Meinlschmidt, D. Horstmann, 2016, 1609.05015.

The full Keller--Segel model is well-posed on fairly general domains

J. Rehberg, H. Meinlschmidt, D. Horstmann, 2016 .

H\"older Regularity for Domains of Fractional Powers of Elliptic Operators with Mixed Boundary Conditions

J. Rehberg, H. Meinlschmidt, R. Haller, 2022, 2210.03451.

The square root problem for second-order, divergence form operators with mixed boundary conditions on Lp

P. Auscher, J. Rehberg, R. Haller-Dintelmann, 2014, Journal of Evolution Equations.

Optimal Control of a Parabolic Equation with Dynamic Boundary Condition

J. Rehberg, K. Krumbiegel, D. Hömberg, 2012, Applied Mathematics & Optimization.

Hardy’s Inequality for Functions Vanishing on a Part of the Boundary

J. Rehberg, R. Haller-Dintelmann, Moritz Egert, 2015, Potential Analysis.

Parabolic equations with dynamical boundary conditions and source terms on interfaces

J. Rehberg, M. Meyries, A. T. ter Elst, 2013, Annali di Matematica Pura ed Applicata (1923 -).

Global existence for a nonlocal and nonlinear Fokker–Planck equation

A. Mielke, J. Rehberg, M. Winkler, 2015 .

Global existence for a nonlocal and nonlinear Fokker–Planck equation

A. Mielke, J. Rehberg, M. Winkler, 2014, Zeitschrift für angewandte Mathematik und Physik.

Hardy’s Inequality for Functions Vanishing on a Part of the Boundary

J. Rehberg, R. Haller-Dintelmann, Moritz Egert, 2014, 1405.6167.

Macroscopic current induced boundary conditions for Schrödinger-type operators

H. Kaiser, J. Rehberg, H. Neidhardt, 2003 .

Interpolation for function spaces related to mixed boundary value problems

Hans-Christoph Kaiser, Joachim Rehberg, J. Griepentrog, 2002 .

Extrapolated elliptic regularity and application to the van Roosbroeck system of semiconductor equations

Joachim Rehberg, Hannes Meinlschmidt, J. Rehberg, 2021, Journal of Differential Equations.

Optimal Control of the Thermistor Problem in Three Spatial Dimensions, Part 1: Existence of Optimal Solutions

Christian Meyer, Joachim Rehberg, H. Meinlschmidt, 2016, SIAM J. Control. Optim..

Optimal Control of the Thermistor Problem in Three Spatial Dimensions, Part 2: Optimality Conditions

Christian Meyer, Joachim Rehberg, H. Meinlschmidt, 2016, SIAM J. Control. Optim..

Optimal Sobolev Regularity for Linear Second-Order Divergence Elliptic Operators Occurring in Real-World Problems

Hans-Christoph Kaiser, Joachim Rehberg, Karoline Disser, 2014, SIAM J. Math. Anal..

Hölder Continuity and Optimal Control for Nonsmooth Elliptic Problems

J. Rehberg, C. Meyer, A. Schiela, 2009 .

Quasilinear Parabolic Systems with Mixed Boundary Conditions on Nonsmooth Domains

Matthias Hieber, Joachim Rehberg, J. Rehberg, 2008, SIAM J. Math. Anal..

On the numerical range of second-order elliptic operators with mixed boundary conditions in $$L^p$$

R. Chill, J. Rehberg, H. Meinlschmidt, 2020, Journal of Evolution Equations.

On the numerical range of sectorial forms

J. Rehberg, A. Linke, A. T. Elst, 2019, 1912.09169.

A P ] 1 9 D ec 2 01 9 On the numerical range of sectorial forms

J. Rehberg, A. Linke, A. T. Elst, 2019 .

Maximal Parabolic Regularity for Divergence Operators on Distribution Spaces

Joachim Rehberg, Robert Haller-Dintelmann, J. Rehberg, 2011 .

Optimality conditions for state-constrained PDE control problems with time-dependent controls

Fredi Tröltzsch, Pedro Merino, F. Tröltzsch, 2008 .

Classical solutions of quasilinear parabolic systems on two dimensional domains

H. Kaiser, J. Rehberg, H. Neidhardt, 2005 .

Block Operator Matrices, Optical Potentials, Trace Class Perturbations and Scattering

J. Rehberg, H. Neidhardt, J. Behrndt, 2007 .

Coercivity for elliptic operators and positivity of solutions on Lipschitz domains

J. Rehberg, R. Haller-Dintelmann, 2010 .

Mechanisms of fast self pulsations in two-section DFB lasers

Hans Wenzel, Uwe Bandelow, Joachim Rehberg, 1996 .

Classical solutions of drift-diffusion equations for semiconductor devices: the 2d case

H. Kaiser, J. Rehberg, H. Neidhardt, 2007, math/0701132.

$L^\infty$-estimates for the Neumann problem on general domains

J. Rehberg, H. Meinlschmidt, A. T. Elst, 2018, 1811.09392.

Elliptic model problems including mixed boundary conditions and material heterogeneities

Hans-Christoph Kaiser, Joachim Rehberg, Robert Haller-Dintelmann, 2008 .

Monotonicity properties of the quantum mechanical particle density: an elementary proof

H. Kaiser, J. Rehberg, H. Neidhardt, 2007 .

Second Order Sufficient Optimality Conditions for Parabolic Optimal Control Problems with Pointwise State Constraints

Joachim Rehberg, Klaus Krumbiegel, J. Rehberg, 2012, SIAM J. Control. Optim..

Parabolic equations with dynamical boundary conditions and source terms on interfaces

J. Rehberg, M. Meyries, A. T. Elst, 2012, 1206.0600.

On the $$\mathrm {L}^p$$-theory for second-order elliptic operators in divergence form with complex coefficients

J. Rehberg, P. Tolksdorf, A. T. Elst, 2019, Journal of Evolution Equations.

A unified framework for parabolic equations with mixed boundary conditions and diffusion on interfaces

J. Rehberg, M. Meyries, K. Disser, 2013, 1312.5882.

Holder estimates for parabolic operators on domains with rough boundary

J. Rehberg, A. T. Elst, K. Disser, 2015, 1503.07035.

Optimal elliptic Sobolev regularity near three-dimensional multi-material Neumann vertices

W. Höppner, H. Kaiser, J. Rehberg, 2014, Functional Analysis and Its Applications.

Solutions for Quasilinear Nonsmooth Evolution Systems in Lp

V. Maz'ya, G. Schmidt, J. Rehberg, 2004 .

Quasilinear Parabolic Equations in L p

J. Rehberg, 2005 .

Optimal Control for the Thermistor Problem

Dietmar Hömberg, Wolfgang Ring, Christian Meyer, 2009, SIAM J. Control. Optim..

About a one-dimensional Schrödinger-Poisson system with Kohn-Sham potential

H. Kaiser, J. Rehberg, 1999 .

Consistent operator semigroups and their interpolation

J. Rehberg, A. T. Elst, 2017, Journal of Operator Theory.

On the Lp\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\mathrm {L}^p$$\end{document}-theory for second-order ellipti

J. Rehberg, P. Tolksdorf, A. T. Elst, 2019, Journal of Evolution Equations.

Hölder estimates for second-order operators on domains with rough boundary

J. Rehberg, A. T. Elst, 2015, Advances in Differential Equations.

Irreducibility and Mixed Boundary Conditions

J. Rehberg, Matthias Hieber, R. Haller-Dintelmann, 2008 .

Classical solutions of drift-diffusion equations for semiconductor devices: the 2d case

H. Kaiser, J. Rehberg, H. Neidhardt, 2007, math/0701132.

Weierstraß–institut F ¨ Ur Angewandte Analysis Und Stochastik Classical Solutions of Quasilinear Parabolic Systems on Two Dimensional Domains

J. Rehberg, H. Neidhardt, Christoph Kaiser, 2022 .

Essential boundedness for solutions of the Neumann problem on general domains

J. Rehberg, H. Meinlschmidt, A. T. Elst, 2019 .

Extrapolated Elliptic Regularity and Application to the van Roosbroeck system of Semiconductors

J. Rehberg, H. Meinlschmidt, 2020, 2003.11379.

A note on the analytic form of the Kramer sampling theorem

J. Rehberg, G. Nasri-Roudsari, W. N. Everitt, 1998 .

Classical solutions of drift–diffusion equations for semiconductor devices: The two-dimensional case

Hans-Christoph Kaiser, Joachim Rehberg, H. Kaiser, 2009 .

Analyticity for Some Operator Functions from Statistical Quantum Mechanics

H. Kaiser, J. Rehberg, Kurt Hoke, 2009 .

Spectral properties of k p schrödinger operators in one space dimension

H. Kaiser, J. Rehberg, T. Koprucki, 2000 .

Current Coupling of Drift-Diffusion Models and Schrödinger-Poisson Systems: Dissipative Hybrid Models

Joachim Rehberg, Hagen Neidhardt, Michael Baro, 2005, SIAM J. Math. Anal..

Convexity of trace functionals and Schrödinger operators

H. Kaiser, J. Rehberg, H. Neidhardt, 2005 .