G. D. Raikov, W. Kirsch
Strong-magnetic-field asymptotics of the integrated density of states 
for a random 3D Schroedinger operator
(47K, LaTex2e)

ABSTRACT.  We consider the three-dimensional Schroedinger operator with constant 
magnetic field and bounded random electric potential. We investigate 
the asymptotic behaviour of the integrated density of states for this 
operator as the norm of the magnetic field tends to infinity.