Abstract: In this paper,we characterize the multipliers of generalized Bergman spaces A^p,q,α with 0<p≤1,0<q, α<∞into some analytic function spaces and into sequence spaces, and show that the multipliers of A^p,q,α(0 <p≤1,0<q,α<∞) into a given space are the same as those of A^p,α(0 < p≤1, α>0) in almost every case considered. The corollaries on multipliers of the spaces A^p,q,α extend some related results.

Key words: analytic ,  function ,  space;Hadamard ,  product;multiplier;operator