activity
20202023
most citedHilbert-type operators acting between weighted Fock spaces

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.CV2023

Prawitz's area theorem and the mixed Aharonov sequence

Jianjun Jin

In this paper, motivated by the Prawitz area theorem and the work of Aharonov, we introduce the mixed Aharonov sequence associated with a locally univalent analytic function. By us…

math.FA2022

On the Hilbert-type operators acting from function spaces into sequence spaces

Jianjun Jin

In this paper we introduce and study some Hilbert-type operators acting from the function spaces into the sequence spaces. We give some sufficient and necessary conditions for the…

math.FA2022

On the operators of Hardy-Littlewood-Pólya type

Jianjun Jin

In this paper we introduce and study several new Hardy-Littlewood-Pólya-type operators. In particular, we study a Hardy-Littlewood-Pólya-type operator induced by a positive Borel m…

math.FA2022★ 1 cited

Hilbert-type operators acting between weighted Fock spaces

Jianjun Jin, Shuan Tang, Xiaogao Feng

In this paper we introduce and study several new Hilbert-type operators acting between the weighted Fock spaces. We provide some sufficient and necessary conditions for the bounded…

math.CA2021

Generalized Hilbert series operators

Jianjun Jin, Shuan Tang

In this note we study the generalized Hilbert series operator , induced by a positive Bore measure on , between weighted sequence spaces. We characterize the measu…

math.CA2020

Generalized Cesàro operators on Dirichlet-type spaces

Jianjun Jin, Shuan Tang

In this note, we introduce and study a new kind of generalized Cesàro operators , induced by a positive Borel measure on , between the Dirichlet-type spa…