Organisatoren:

HD Dr. Sybille Handrock-Meyer Fakultät für Mathematik TU Chemnitz 09107 Chemnitz, Germany

Prof. Dr. Bernd Hofmann Fakultät für Mathematik TU Chemnitz 09107 Chemnitz, Germany

Inverse problems and ill-posedness phenomena as their intrinsic properties play a central role in several areas of mathematical research. Among others, they appear in connection with the detemination of system parameters from input-output measurements, and the reconstruction of not directly observable physical quantities from indirect measurements. The aim of the symposium is to bring together analytical, numerical and stochastical aspects of inverse problems theory. New theoretical results, interesting applications and numerical case studies will be presented.

Auszug zu diesem Minisymposium aus dem Programmheft (Stand: 15. Juli 2006). Weitere nützliche Informationen rund um die Tagung können der verkürzten Ausgabe des Programmheftes entnommen werden.

Programm (Stand: 07.09.2006):

Dienstag	Seminarraum 17 AVZ I, Endenicher Allee 11-13
15:00-15:25	Hans-Jürgen Reinhardt (Siegen) Approximate Solutions to Inverse Problems for Elliptic Equations Der Vortrag als pdf-Datei.
15:30-15:55	Horst Heck (Darmstadt) Stability Estimates for the Inverse Conductivity Problem with Partial Cauchy Data
16:00-16:25	Thorsten Hohage (Göttingen) Convergence rate analysis of regularized Newton methods with random noise
16:30-16:55	Sybille Handrock-Meyer (Chemnitz) An inverse problem for the Grad-Schafranov equation
17:00-17:25	Bernd Büchler (Kaiserslautern) The Error Localizing Property of Absolutely a-Compatible Operators Der Vortrag als ps-Datei.
17:30-17:55	Bernd Hofmann (Chemnitz) Some new results on approximate source conditions
18:00-18:25	Torsten Hein (Chemnitz) The potential of descriptive multiparameter regularization approaches