The Inverse Problem for Liner Elliptic systems of First order Equations with Riemann-Hilbert Map
Speaker:Prof. Guo-Chun WEN
Department of Mathematics
Peking University, China
Date & Time:08 May 2008 (Thursday) 17:00 - 18:00
Venue:N204

Abstract

The present work deals with the inverse problem for linear elliptic systems of first order equations with Riemann-Hilbert type map in multiply connected domains. Firstly the formulation and the complex form of the problem for the3 systems are given, and then the existence and global uniqueness for the above problem are proved by the complex analytic method. Finally we mention that the corresponding results of the inverse problem for second order elliptic equations from Dirichlet to Neunmann map can be derived from the results in this paper.