WIAS Preprint List: Gajewski, Herbert

• 1255: Gajewski, Herbert; Griepentrog, Jens André; Mielke, Alexander; Beuthan, J.; Zabarylo, U.; Minet, O.
  Bildsegmentation zur Untersuchung von Streulichtbildern bei der laseroptischen Diagnose von rheumatoider Arthritis
  Appeared in: Mathematics -- Key Technology for the Future, W. JÄGER, H.-J. KREBS, eds., Springer, Heidelberg, 2008, english version “Image Segmentation for the Investigation of Scattered-Light Images when Laser-Optically Diagnosing Rheumatoid Arthritis”, pp. 149--161.
• 1004: Gajewski, Herbert; Gärtner, Klaus
  A dissipative discretization scheme for a nonlocal phase segregation model
  
• 980: Gajewski, Herbert; Griepentrog, Jens André
  A descent method for the free energy of multicomponent systems
  Appeared in: Discrete Contin. Dyn. Syst., 15 (2006) pp. 505--528.
• 971: Bandelow, Uwe; Gajewski, Herbert; Hünlich, Rolf
  Thermodynamics-based modeling edge-emitting quantum well lasers
  Appeared in: U. Bandelow, H. Gajewski, R. Hünlich, Chapter 3: Fabry--Perot Lasers: Thermodynamics-based Modeling, in: Optoelectronic Devices --- Advanced Simulation and Analysis, J. Piprek, ed., Springer, New York, 2005, pp. 63-85
• 938: Gajewski, Herbert; Skrypnik, Igor V.
  Existence and uniqueness results for reaction-diffusion processes of electrically charged species
  Appeared in: Nonlinear elliptic and parabolic problems, 151--188, Prog. Nonlinear Differential Equations Appl., 64, Birkhäuser, Basel, 2005
• 810: Gajewski, Herbert; Skrypnik, Igor V.
  On unique solvability of nonlocal drift-diffusion type problems
  Appeared in: Nonlinear Anal., 56 (2004) pp. 803--830.
• 762: Gajewski, Herbert; Gärtner, Klaus
  On a nonlocal model of image segmentation
  Appeared in: ZAMP Z. Angew. Math. Phys., 56 (2005) pp. 572--591.
• 754: Gajewski, Herbert; Skrypnik, Igor V.
  On the uniqueness of solutions for nonlinear elliptic-parabolic equations
  Appeared in: J. Evol. Equ., 3 (2003), pp. 247-281
• 671: Gajewski, Herbert
  On a nonlocal model of non-isothermal phase separation
  Appeared in: Adv. Math. Sci. Appl., 12 (2002) pp. 569--586.
• 658: Gajewski, Herbert; Skrypnik, Igor V.
  To the uniqueness problem for nonlinear parabolic equations
  Appeared in: Discrete Contin. Dyn. Syst., 9 (2003)
• 656: Gajewski, Herbert; Zacharias, Klaus
  On a nonlocal phase separation model
  Appeared in: J. Math. Anal. Appl., 286 (2003) pp. 11--31.
• 634: Efendiev, Messoud A.; Gajewski, Herbert; Zelik, Sergei
  The finite dimensional attractor for a 4th order system of Cahn-Hilliard type with a supercritical nonlinearity
  Appeared in: Adv. Differential Equations, 7 (2002) pp. 1073--1100.
• 630: Gajewski, Herbert; Kaiser, Hans-Christoph; Langmach, Hartmut; Nürnberg, Reiner; Richter, Rainer H.
  Mathematical modeling and numerical simulation of semiconductor detectors
  Appeared in: Mathematics - Key Technology for the Future. Joint Projects Between Universities and Industry, W. Jaeger, H.-J. Krebs, eds., Springer-Verlag Berlin Heidelberg, 2003, pp. 355-364
• 578: Hünlich, Rolf; Albinus, Günter; Gajewski, Herbert; Glitzky, Annegret; Röpke, Wilfried; Knopke, Jürgen
  Modelling and simulation of power devices for high-voltage integrated circuits
  Appeared in: Mathematics - Key Technolofy for the Future. Joint Projects Between Universities and Industry, W. Jaeger, H.-J. Krebs, eds., Springer-Verlag Berlin Heidelberg, 2003, pp. 401-411
• 573: Albinus, Günter; Gajewski, Herbert; Hünlich, Rolf
  Thermodynamic design of energy models of semiconductor devices
  Appeared in: Nonlinearity, 15 (2002) pp. 367--383.
• 527: Gajewski, Herbert; Skrypnik, Igor V.
  To the uniqueness problem for nonlinear elliptic equations
  Appeared in: Nonlinear Anal., 52 (2003) pp. 291--304.
• 526: Gärtner, Klaus; Gajewski, Herbert
  Domain separation by means of sign changing eigenfunctions of p-Laplacians, II
  Appeared in: Nonlinear Anal., 52 (2003), no. 1, pp. 291-304
• 462: Gärtner, Klaus; Gajewski, Herbert
  Domain separation by means of sign changing eigenfunctions of p-Laplacians
  Appeared in: Appl. Anal., 79 (2001) pp. 483--501.
• 232: Gajewski, Herbert; Zacharias, Klaus
  Global behaviour of reaction-diffusion system modelling chemotaxis
  Appeared in: Math. nachr., 195 (1998), pp. 77-114.
• 224: Gajewski, Herbert; Glitzky, Annegret; Griepentrog, Jens André; Hünlich, Rolf; Kaiser, Hans-Christoph; Rehberg, Joachim; Röpke, Wilfried; Stephan, Holger; Wenzel, Hans
  Modellierung und Simulation von Bauelementen der Nano- und Optoelektronik
  Appeared in: Mathematik-Schluesseltechnologie fuer die Zukunft, Springer, 1997, pp. 303-313
• 134: Gajewski, Herbert; Zacharias, Klaus
  A mathematical model of emulsion polymerization
  Appeared in: Scientific Computing in Chemical Engineering (F. Keil, W. Mackens, H. Voss, J. Werther, eds.), Springer-Verlag Berlin Heidelberg, 1996, pp. 60-67.
• 118: Gajewski, Herbert; Gröger, Konrad
  Reaction-diffusion processes of electrically charged species
  Appeared in: Math. Nachr., 177 (1996), pp. 109-130.
• 70: Gajewski, Herbert; Jäger, Willi; Koshelev, Alexander
  About loss of regularity and "blow up" of solutions for quasilinear parabolic systems.
  
• 2: Gajewski, Herbert
  On uniqueness of solutions to the drift-diffusion-model of semiconductor devices.
  Appeared in: Math. Models Methods Appl. Sci., 4 (1994), pp.121-139.

WIAS Report List: Gajewski, Herbert

• 16: Deuflhard, Peter; Gajewski, Herbert; Hebermehl, Georg; Heinrich, Wolfgang; Kost, Arnulf; Langer, Ulrich; Weiland, Thomas
  SCEE Workshop Scientific Computing in Electrical Engineering
  

WIAS Technical Report List: Gajewski, Herbert

• 14: Gajewski, Herbert; Liero, Matthias; Nürnberg, Reiner; Stephan, Holger
  WIAS-TeSCA -- Two-dimensional semi-conductor analysis package