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In this paper, the module-algebra structures of $U_q(sl(m+1))$ on the quantum$n$-space $A_q(n)$ are studied. We characterize all module-algebra structuresof $U_q(sl(m+1))$ on $A_q(2)$ and $A_q(3)$ when $m\geq 2$. The module-algebrastructures of $U_q(sl(m+1))$ on $A_q(n)$ are also considered for any $n\geq 4$.

Analysis of Uq(sl(m+1))-symmetries on quantum n-spaces