Weighted iterated radial composition operators from weighted Bergman–Orlicz spaces to weighted‐type spaces on the unit ball. (30th March 2021) - Stević, Stevo
Abstract : Let H ( 𝔹 n ) be the set of all holomorphic functions on the open unit ball 𝔹 n in ℂ n, φ a holomorphic self‐map of 𝔹 n, u ∈ H ( 𝔹 n ), and ℜ m the m th iterated radial derivative operator on H ( 𝔹 n ) . We characterize the metrical boundedness and metrical compactness of the weighted iterated radial composition operator ℜ u, φ m from the weighted Bergman–Orlicz space to the weighted‐type space.