2 citations · 3 across the 5 of their papers we have counts for
5 papers
Essential normality of quotient submodules over strongly pseudoconvex finite manifolds
Lijia Ding
We investigate the -essential normality of Hilbert quotient submodules on a relatively compact smooth strongly pseudoconvex domain in a complex manifold satisfying Property (S).…
The biholomorphic invariance of essential normality on bounded symmetric domains
Lijia Ding
This paper mainly concerns the biholomorphic invariance of -essential normality of Hilbert modules on bounded symmetric domains. By establishing new integral formulas concerning…
Schatten class Bergman-type and Szegö-type operators on bounded symmetric domains
Lijia Ding
This is our third work on Bergman-type operator over bounded domains. In the previous two articles, we systematically study the boundedness, compactness and Schatten membership of…
On the compactness of Bergman-type integral operators
Lijia Ding, Junmei Fan
Bergman-type integral operators are classical operators in complex analysis and operator theory. Recently, the first author and his collaborator \cite{DiW} completely characterized…
The Lp-Lq problems of Bergman-type operators
Lijia Ding, Kai Wang
Let be the unit ball on the complex space with normalized Lebesgue measure For denote $k_α(z,w)=\frac{1}{(1-\langle z,w\rangle…