On the chromatic number of random graphs

In this paper we consider the classical Erdos-Renyi model of random graphs G"n","p. We show that for p=p(n)=0, the chromatic number @g(G"n","p) is a.a.s. @?, @?+1, or @?+2, where @? is the maximum integer satisfying 2(@?-1)log(@?-1)=