Marco Marletta and Roman Romanov
Absence of the absolutely continuous spectrum of a first-order 
non-selfadjoint Dirac-like system for slowly decaying 
perturbations
(46K, LaTeX)

ABSTRACT.  We prove that the absolutely continuous subspace of the completely 
non-selfadjoint part of a first-order dissipative Dirac-like 
system is trivial when the imaginary part of the potential is 
non-integrable.