  Starting from a faithful five-dimensional matrix representation of the group
of two independent oscillators and applying the R-matrix method we generate
some classes of deformed fermionic-bosonic quantum Hopf algebras. The
corresponding Lie deformed superalgebras of type I--II, obtained by duality,
are computed and a realization of generators of these deformed superalgebras
are given in terms of the usual fermionic and bosonic creation and annihilation
operators associated to the supersymmetric harmonic oscillator. Then, a
generalized deformed annihilator is construted and their eigenstates are
computed giving a new class of deformed coherent states.
