Georgi D. Raikov The Integrated Density of States for a Random Schroedinger Operator in Strong Magnetic Fields. II. Asymptotics near Higher Landau Levels (156K, Postscript) ABSTRACT. We consider the three-dimensional Schroedinger operator with strong constant magnetic field and random electric potential. We investigate the asymptotic behaviour of its integrated density of states near the q-th Landau level, for any fixed q > 1.