Zuoling Liu
Zuoling Liu has a total of 2 co-authors. Here are the top co-authors by number of shared publications:
- Juntao Du
Department of Mathematics Guangdong University of Petrochemical Technology Maoming, Guangdong 525000, P.R. China
3 shared publications - Songxiao Li
Department of Mathematics, Shantou University, Shantou, China
2 shared publications
Latest Publications
- Open Access
Sums of two generalized weighted composition operators between Bergman spaces
Based on a judicious partitioning of the preimage of the pseudohyperbolic disk under the composition symbols, in this article, we show that the boundedness and compactness of the sum of two generalized weighted composition operators with different symbols and orders between Bergman spaces are properly determined by each of individual summands.
Open AccessSums of two generalized weighted composition operators between Bergman spaces
Based on a judicious partitioning of the preimage of the pseudohyperbolic disk under the composition symbols, in this article, we show that the boundedness and compactness of the sum of two generalized weighted composition operators with different symbols and orders between Bergman spaces are properly determined by each of individual summands.
- Open Access
A note on Stević-Sharma type operators between Bergman spaces with doubling weights
Using some estimates in [J. Funct. Anal. {\bf 278}(2020), Article No. 108401], we completely characterized the boundedness and compactness of the Stević-Sharma type operators with different weights and different composition symbols between Bergman spaces induced by two-sides doubling weights.
Open AccessA note on Stević-Sharma type operators between Bergman spaces with doubling weights
Using some estimates in [J. Funct. Anal. {\bf 278}(2020), Article No. 108401], we completely characterized the boundedness and compactness of the Stević-Sharma type operators with different weights and different composition symbols between Bergman spaces induced by two-sides doubling weights.
- Open Access
Stević-Sharma type operators between Bergman spaces induced by doubling weights
Using Khinchin's inequality, Ger$\check{\mbox{s}}$gorin's theorem and the atomic decomposition of Bergman spaces, we estimate the norm and essential norm of Stević-Sharma type operators from weighted Bergman spaces $A_ω^p$ to $A_μ^q$ and the sum of weighted differentiation composition operators with different symbols from weighted Bergman spaces $A_ω^p$ to $H^\infty$.The estimates of those between Bergman spaces remove all the restrictions of a result in [Appl. Math. Comput.,{\bf 217}(2011),8115--8125]. As a by-product, we also get an interpolation theorem for Bergman spaces induced by doubling weights.Open AccessStević-Sharma type operators between Bergman spaces induced by doubling weights
Using Khinchin's inequality, Ger$\check{\mbox{s}}$gorin's theorem and the atomic decomposition of Bergman spaces, we estimate the norm and essential norm of Stević-Sharma type operators from weighted Bergman spaces $A_ω^p$ to $A_μ^q$ and the sum of weighted differentiation composition operators with different symbols from weighted Bergman spaces $A_ω^p$ to $H^\infty$.The estimates of those between Bergman spaces remove all the restrictions of a result in [Appl. Math. Comput.,{\bf 217}(2011),8115--8125]. As a by-product, we also get an interpolation theorem for Bergman spaces induced by doubling weights.