The magnetic properties of a decorated Ising system with a random field at
the decorated atom are investigated by the use of the effective-field theor
y with correlations. In particular, the phase diagram and magnetization cur
ve of the decorated ferrimagnetic honeycomb lattice are examined numericall
y. We find a lot of characteristic features in them, such as the possibilit
y of two compensation points and the reentrant phenomenon. (C) 1999 Elsevie
r Science B.V. All rights reserved.