Generalized Stević–Sharma type operators from Hardy spaces into nth weighted type spaces

Abstract

In this paper, some characterizations for boundedness, essential norm and compactness of generalized Stević-Sharma type operators from Hardy spaces into n th weighted type spaces are given.

Generalized Stević-Sharma type operators from derivative Hardy spaces into Zygmund-type spaces

“…where f j,w is defined in (1). For each i ∈ {m, m + 1, m + 2, n, n + 1, n + 2}, the system of linear equations…”

“…Subsequently, Abbasi and Zhu et al in [3,32] characterized the boundedness, compactness and essential norm of T n u,v,ϕ from or to Zygmund-type space. In [2], Abbasi investigated the boundedness, compactness and essential norm of T n u,v,ϕ from Hardy space to nth weighted-type space. The first author et al studied the boundedness and compactness of T n u,v,ϕ from Hardy space [11] and Q k (p, q) space [14] to Zygmund-type space or Bloch-type space.…”