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A description of the quantum superalgebra $U_q[sl(n+1|m)]$ and in particularof the special linear superalgebra $sl(n+1|m)$ via creation and annihilationgenerators (CAGs) is given. It provides an alternative to the canonicaldescription of $U_q[sl(n+1|m)]$ in terms of Chevalley generators. A conjecturethat the Fock representations of the CAGs provide microscopic realizations ofexclusion statistics is formulated.Comment: 16 pages, TeX; an extended version of a paper to appear in J. Phys.  A; a multiple in the RHS of Eq. (38d) was adde

A description of the quantum superalgebraUq[sl(n+1|m)] via creation and annihilation generators

A description of the quantum superalgebraU_q[sl(n+1|m)] via creation and annihilation generators