Journal of Statistical Physics, Vol. 86, Nos. 3/4. 1997, p. 899-904.
We study the continuous spin systems on a d>/3-dimensional lattice with ran-
dom ferromagnetic interactions of finite range. We show that, if the temperature
is sufficiently high and the probability of interaction to be large is small enough,
the almost sure decay to equilibrium has a subexponential upper bound.