TaiShun Liu,XiaoMin Tang: search on Z-Library

1

A boundary Schwarz lemma on the classical domain of typeI

TaiShun Liu,XiaoMin Tang

Journal:

Science China Mathematics

Year:

2017

Language:

english

File:

PDF, 299 KB

english, 2017

2

The Schwarz Lemma at the Boundary of the Egg Domain $B_{p_1, p_2}$ in $\mathbb{C}^n$

Tang, Xiaomin, Liu, Taishun

Year:

2015

Language:

english

File:

PDF, 687 KB

english, 2015

3

Rigidity for convex mappings of Reinhardt domains and its applications

Liu, Taishun, Tang, Xiaomin, Wang, Jianfei

Journal:

Science China Mathematics

Year:

2019

Language:

english

File:

PDF, 274 KB

english, 2019

4

Schwarz lemma at the boundary of strongly pseudoconvex domain in${\mathbb {C}}^n$

Liu, Taishun, Tang, Xiaomin

Journal:

Mathematische Annalen

Year:

2016

Language:

english

File:

PDF, 426 KB

english, 2016

5

Distortion theorems for Bloch mappings on the unit polydisc Dn

Wang Jianfei, Liu Taishun, Tang Xiaomin

Journal:

Acta Mathematica Scientia

Year:

2010

Language:

english

File:

PDF, 212 KB

english, 2010

6

Schwarz lemma and rigidity theorem at the boundary for holomorphic mappings on the unit polydisk in

Liu, Taishun, Tang, Xiaomin

Journal:

Journal of Mathematical Analysis and Applications

Year:

2020

File:

PDF, 492 KB

2020

7

Schwarz lemma at the boundary of the unit polydisk in ℂn

Tang, XiaoMin, Liu, TaiShun, Lu, Jin

Journal:

Science China Mathematics

Year:

2015

Language:

english

File:

PDF, 215 KB

english, 2015

8

Schwarz lemma at the boundary and rigidity property for holomorphic mappings on the unit ball of $\mathbb {C}^n$

Tang, Xiaomin, Liu, Taishun, Zhang, Wenjun

Journal:

Proceedings of the American Mathematical Society

Year:

2016

Language:

english

File:

PDF, 160 KB

english, 2016

9

Schwarz Lemma at the Boundary on the Classical Domain of Type $$\mathcal{III}$$

Liu, Taishun, Tang, Xiaomin, Zhang, Wenjun

Journal:

Chinese Annals of Mathematics, Series B

Year:

2020

File:

PDF, 334 KB

2020

10

Schwarz Lemma at the Boundary of the Unit Ball in$\mathbb {C}^n$and Its Applications

Liu, Taishun, Wang, Jianfei, Tang, Xiaomin

Journal:

Journal of Geometric Analysis

Year:

2015

Language:

english

File:

PDF, 285 KB

english, 2015

A boundary Schwarz lemma on the classical domain of typeI

The Schwarz Lemma at the Boundary of the Egg Domain $B_{p_1, p_2}$ in $\mathbb{C}^n$

Rigidity for convex mappings of Reinhardt domains and its applications

Schwarz lemma at the boundary of strongly pseudoconvex domain in\({\mathbb {C}}^n\)

Distortion theorems for Bloch mappings on the unit polydisc Dn

Schwarz lemma and rigidity theorem at the boundary for holomorphic mappings on the unit polydisk in

Schwarz lemma at the boundary of the unit polydisk in ℂn

Schwarz lemma at the boundary and rigidity property for holomorphic mappings on the unit ball of $\mathbb {C}^n$

Schwarz Lemma at the Boundary on the Classical Domain of Type $$\mathcal{III}$$

Schwarz Lemma at the Boundary of the Unit Ball in\(\mathbb {C}^n\)and Its Applications