E.Korotyaev, A.Pushnitski
A remark on the high energy asymptotics of the integrated density of states
(21K, Latex 2e)

ABSTRACT.  Assuming that the integrated density of states of a Schrodinger 
operator admits a high energy asymptotic expansion, 
explicit formulae for the coefficients of this 
expansion are given in terms of the heat invariants.