  Family Replicated Gauge Group models of the type SU(n)^N\times SU(m)^N,
(SMG)^3 and (SMG\times U(1)_{B-L})^3 are reviewed, where SMG=SU(3)_{c}\times
SU(2)_{L}\times U(1)_{Y} is the gauge symmetry group of the Standard Model, $B$
is the baryon and $L$ is the lepton numbers, respectively. It was shown that
Family Replicated Gauge Group model of the latter type fits the Standard Model
fermion masses and mixing angles and describes all neutrino experiment data
order magnitudewise using only 5 free parameters -- five vacuum expectation
values of the Higgs fields which break the Family Replicated Gauge Group
symmetry to the Standard Model. The possibility of [SU(5)]^3 or [SO(10)]^3
unification at the GUT-scale \sim 10^{18} GeV also is briefly considered.
