Speaker:
Christian Sadel
Institution:
UCI
Time:
Thursday, February 9, 2012 - 2:00pm
Location:
RH 306
We use the Lippmann Schwinger equations to derive a relation between the transfer and
the scattering matrix for a quasi one-dimensonal scattering problem with a periodic background
operator.
If the background operator has hyperbolic channels, then the scattering matrix is of smaller
dimension than the transfer matrix and related to a 'reduced' transfer matrix.