  The two-parametric quantum superalgebra $U_{p,q}[gl(2/1)]$ is consistently
defined. A construction procedure for induced representations of
$U_{p,q}[gl(2/1)]$ is described and allows us to construct explicitly all
(typical and nontypical) finite-dimensional representations of this quantum
superalgebra. In spite of some specific features, the present approach is
similar to a previously developed method [1] which, as shown here, is
applicable not only to the one-parametric quantum deformations but also to the
multi-parametric ones.
