Sharp Forelli-Rudin estimates and the norm of the Bergman projection. Zbl 1310.32007
Liu, Congwen |
|
2015
|
Boundary regularity in the Dirichlet problem for the invariant Laplacians \(\Delta_\gamma\) on the unit real ball. Zbl 1129.35328
Liu, Congwen; Peng, Lizhong |
|
2004
|
Generalized Helgason-Fourier transforms associated to variants of the Laplace-Beltrami operators on the unit ball in \(\mathbb{R}^{n}\). Zbl 1175.43006
Liu, Congwen; Peng, Lizhong |
|
2009
|
Hardy-Littlewood inequalities for fractional derivatives of invariant harmonic functions. Zbl 1277.26044
Ren, Guangbin; Kähler, Uwe; Shi, Jihuai; Liu, Congwen |
|
2012
|
Invariant mean-value property and \(\mathcal M\)-harmonicity in the unit ball of \(\mathbb{R}^n\). Zbl 1031.31001
Liu, Cong Wen; Shi, Ji Huai |
|
2003
|
Two classes of integral operators over the Siegel upper half-space. Zbl 1421.32011
Liu, Congwen; Liu, Yi; Hu, Pengyan; Zhou, Lifang |
|
2019
|
A proof of the Khavinson conjecture. Zbl 1472.31007
Liu, Congwen |
|
2021
|
Duality for harmonic mixed-norm spaces in the unit ball of \(\mathbb{R}^n\). Zbl 1005.31003
Liu, Congwen; Shi, Jihuai; Ren, Guangbin |
|
2001
|
\(L^p - L^q\) boundedness of Bergman-type operators over the Siegel upper half-space. Zbl 1393.32009
Liu, Congwen; Si, Jiajia; Hu, Pengyan |
|
2018
|
Norm estimates for the Bergman and Cauchy-Szegö projections over the Siegel upper half-space. Zbl 1439.32012
Liu, Congwen |
|
2018
|
On the \(p\)-norm of the Berezin transform. Zbl 1285.47051
Liu, Congwen; Zhou, Lifang |
|
2012
|
Positive Toeplitz operators on the Bergman spaces of the Siegel upper half-space. Zbl 1443.47034
Liu, Congwen; Si, Jiajia |
|
2020
|
Two-sided norm estimates for Bergman-type projections with an asymptotically sharp lower bound. Zbl 1412.30142
Liu, Congwen; Perälä, Antti; Zhou, Lifang |
|
2018
|
Weighted integrability of polyharmonic functions in the higher-dimensional case. Zbl 1484.31003
Liu, Congwen; Perälä, Antti; Si, Jiajia |
|
2021
|
Norm of an integral operator related to the harmonic Bergman projection. Zbl 1226.47030
Liu, Congwen; Zhou, Lifang |
|
2011
|
A “deformation estimate” for the Toeplitz operators on harmonic Bergman spaces. Zbl 1132.47022
Liu, Congwen |
|
2007
|
On the \(p\)-norm of an integral operator in the half plane. Zbl 1300.47046
Liu, Congwen; Zhou, Lifang |
|
2013
|
Norm of the Cauchy transform. Zbl 1370.32003
Liu, Congwen |
|
2016
|
Schwarz-Pick lemma for harmonic functions. Zbl 1503.31009
Liu, Congwen |
|
2022
|
Quasihomogeneous Toeplitz operators with integrable symbols on the harmonic Bergman space. Zbl 1331.47049
Dong, Xing-Tang; Liu, Congwen; Zhou, Ze-Hua |
|
2014
|
Iterates of a Berezin-type transform. Zbl 1153.47303
Liu, Congwen |
|
2007
|
A sharp version of the Forelli-Rudin type estimates on the unit real ball. Zbl 1342.26055
Lin, Bingwen; Liu, Congwen; Wang, Jun |
|
2016
|
Toeplitz operators on the unit ball with locally integrable symbols. Zbl 1508.47058
Hagger, R.; Liu, C.; Taskinen, J.; Virtanen, J. A. |
|
2022
|
The mean-value property and \((\alpha ,\beta )\)-harmonicity. Zbl 1235.31008
Li, Dan; Liu, Congwen |
|
2011
|
Schwarz-Pick lemma for harmonic functions. Zbl 1503.31009
Liu, Congwen |
|
2022
|
Toeplitz operators on the unit ball with locally integrable symbols. Zbl 1508.47058
Hagger, R.; Liu, C.; Taskinen, J.; Virtanen, J. A. |
|
2022
|
A proof of the Khavinson conjecture. Zbl 1472.31007
Liu, Congwen |
|
2021
|
Weighted integrability of polyharmonic functions in the higher-dimensional case. Zbl 1484.31003
Liu, Congwen; Perälä, Antti; Si, Jiajia |
|
2021
|
Positive Toeplitz operators on the Bergman spaces of the Siegel upper half-space. Zbl 1443.47034
Liu, Congwen; Si, Jiajia |
|
2020
|
Two classes of integral operators over the Siegel upper half-space. Zbl 1421.32011
Liu, Congwen; Liu, Yi; Hu, Pengyan; Zhou, Lifang |
|
2019
|
\(L^p - L^q\) boundedness of Bergman-type operators over the Siegel upper half-space. Zbl 1393.32009
Liu, Congwen; Si, Jiajia; Hu, Pengyan |
|
2018
|
Norm estimates for the Bergman and Cauchy-Szegö projections over the Siegel upper half-space. Zbl 1439.32012
Liu, Congwen |
|
2018
|
Two-sided norm estimates for Bergman-type projections with an asymptotically sharp lower bound. Zbl 1412.30142
Liu, Congwen; Perälä, Antti; Zhou, Lifang |
|
2018
|
Norm of the Cauchy transform. Zbl 1370.32003
Liu, Congwen |
|
2016
|
A sharp version of the Forelli-Rudin type estimates on the unit real ball. Zbl 1342.26055
Lin, Bingwen; Liu, Congwen; Wang, Jun |
|
2016
|
Sharp Forelli-Rudin estimates and the norm of the Bergman projection. Zbl 1310.32007
Liu, Congwen |
|
2015
|
Quasihomogeneous Toeplitz operators with integrable symbols on the harmonic Bergman space. Zbl 1331.47049
Dong, Xing-Tang; Liu, Congwen; Zhou, Ze-Hua |
|
2014
|
On the \(p\)-norm of an integral operator in the half plane. Zbl 1300.47046
Liu, Congwen; Zhou, Lifang |
|
2013
|
Hardy-Littlewood inequalities for fractional derivatives of invariant harmonic functions. Zbl 1277.26044
Ren, Guangbin; Kähler, Uwe; Shi, Jihuai; Liu, Congwen |
|
2012
|
On the \(p\)-norm of the Berezin transform. Zbl 1285.47051
Liu, Congwen; Zhou, Lifang |
|
2012
|
Norm of an integral operator related to the harmonic Bergman projection. Zbl 1226.47030
Liu, Congwen; Zhou, Lifang |
|
2011
|
The mean-value property and \((\alpha ,\beta )\)-harmonicity. Zbl 1235.31008
Li, Dan; Liu, Congwen |
|
2011
|
Generalized Helgason-Fourier transforms associated to variants of the Laplace-Beltrami operators on the unit ball in \(\mathbb{R}^{n}\). Zbl 1175.43006
Liu, Congwen; Peng, Lizhong |
|
2009
|
A “deformation estimate” for the Toeplitz operators on harmonic Bergman spaces. Zbl 1132.47022
Liu, Congwen |
|
2007
|
Iterates of a Berezin-type transform. Zbl 1153.47303
Liu, Congwen |
|
2007
|
Boundary regularity in the Dirichlet problem for the invariant Laplacians \(\Delta_\gamma\) on the unit real ball. Zbl 1129.35328
Liu, Congwen; Peng, Lizhong |
|
2004
|
Invariant mean-value property and \(\mathcal M\)-harmonicity in the unit ball of \(\mathbb{R}^n\). Zbl 1031.31001
Liu, Cong Wen; Shi, Ji Huai |
|
2003
|
Duality for harmonic mixed-norm spaces in the unit ball of \(\mathbb{R}^n\). Zbl 1005.31003
Liu, Congwen; Shi, Jihuai; Ren, Guangbin |
|
2001
|
