  The algebra of multi-species anyons characterized by different statistical
parameters $\nu_{ij}=e_{i}e_{j}\Phi_{i}\Phi_{j}/(2\pi)$, $i,j=1,...,n$ is
redefined by basing on fermions and $k_{i}$-fermions ($k_{i}\in\bf{N}\rm
/\{0,1\}$ with $i\in\bf{N}\rm $) and its superalgebra is constructed. The
so-called fractional supersymmetry of multi-species anyons is realized on 2d
lattice.
