  Generators of multiparameter deformations $U_{q;s_1,s_2,...,s_{n-1}}(gl_n)$
of the universal enveloping algebra $U(gl_n)$ are realized bilinearly by means
of appropriately generalized form of anyonic oscillators (AOs). This
modification takes into account the parameters $s_1,...,s_{n-1}$ and yields
usual AOs when all the $s_i$ are set equal to unity.
