Carleson Type Measures on the Bergman Spaces With Variable Exponent Over the Unit Ball of \mathbb{C}^n


  •  Agbor Dieudonne    
  •  Nzanguim D. Romeo    

Abstract

We give a characterization of Carleson measures on the variable exponent  Bergman spaces using product of holomorphic functions. As a consequence we study the  boundedness and compactness of Toeplitz operators between different variable exponent Bergman spaces.



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