We address the problem of antiferromagnetism in a two-dimensional model of
doped spin-Peierls system, at the classical and quantum levels. A Bethe-Pei
erls solution is derived for the classical model, with an ordering temperat
ure proportional to the doping concentration. The quantum model is treated
in a cluster renormalization group showing a finite randomness behavior and
an antiferromagnetic susceptibility at low temperature.