Riemann Hilbert problems on a Riemann surface and on the complex plane
 
 
Description:  We study the solvability of scalar Riemann-Hilbert problems relative to a contour on a torus which are equivalent to some matrix Riemann-Hilbert problems in the complex plane. With this purpose a new concept of meromorphic factorization in the torus is introduced and discussed. The results are applied to solve matrix Riemann-Hilbert problems and study some properties of a class of Toeplitz operators with 2 x 2 matrix symbols.
Date:  2012-05-25
Start Time:   14:30
Speaker:  Maria Teresa Malheiro (Univ. Minho)
Institution:  Univ. Minho
Place:  Sala 5.5
Research Groups: -Analysis
See more:   <Main>  
 
© Centre for Mathematics, University of Coimbra, funded by
Science and Technology Foundation
Powered by: rdOnWeb v1.4 | technical support