H. Kaiser

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 .

A QUANTUM TRANSMITTING SCHRÖDINGER–POISSON SYSTEM

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

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 .

Mathematical methods in the synthesis and identification of thin film systems: errata.

H. Kaiser, 1981, Applied optics.

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 .

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..

Classical solutions of quasilinear parabolic systems on two dimensional domains

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

Methods of pattern recognition in the synthesis and identification of thin film optical systems

H. Kaiser, H. Keiser, 1980 .

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

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

Eigensolutions of the Wigner-Eisenbud problem for a cylindrical nanowire within finite volume method

Stanley Schade, Hans-Christoph Kaiser, Paul N. Racec, 2013, J. Comput. Phys..

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 .

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

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

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

H. Kaiser, J. Rehberg, 1999 .

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

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

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

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

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

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

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

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

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 .