activity
20152021
most citedOn harmonic and pseudoharmonic maps from strictly pseudoconvex CR manifolds

2 citations · 2 across the 3 of their papers we have counts for

collaborators

9 papers

math.DG2021

Liouville Theorems for holomorphic maps on pseudo-Hermitian manifolds

Haojie Chen, Yibin Ren

We prove some Liouville type results for generalized holomorphic maps in three classes: maps from pseudo-Hermitian manifolds to almost Hermitian manifolds, maps from almost Hermiti…

math.DG2021

Prescribed Webster scalar curvatures on compact pseudo-Hermitian manifolds

Yuxin Dong, Yibin Ren, Weike Yu

In this paper, we investigate the problem of prescribing Webster scalar curvatures on compact pseudo-Hermitian manifolds. In terms of the method of upper and lower solutions and th…

math.DG2020

Schwarz type lemmas for generalized holomorphic maps between pseudo-Hermitian manifolds and Hermitian manifolds

Tian Chong, Yuxin Dong, Yibin Ren +1

In this paper, we consider some generalized holomorphic maps between pseudo-Hermitian manifolds and Hermitian manifolds. By Bochner formulas and comparison theorems, we establish r…

math.DG2019

Schwarz type lemmas for pseudo-Hermitian manifolds

Yuxin Dong, Yibin Ren, Weike Yu

In this paper, we consider some generalized holomorphic maps between pseudo-Hermitian manifolds. These maps include the \emph{CR} maps and the transversally holomorphic maps. In te…

math.DG2018

Horizontal Gradient Estimate of Positive Pseudo-Harmonic Functions on Complete Noncompact Pseudo-Hermitian Manifolds

Yibin Ren

In this paper, we will give a horizontal gradient estimate of positive solutions of on complete noncompact pseudo-Hermitian manifolds. As a consequence, we recapture…

math.DG2018

Convergence of Closed Pseudo-Hermitian Manifolds

Shu-Cheng Chang, Yuxin Dong, Yibin Ren

Based on uniform CR Sobolev inequality and Moser iteration, this paper investigates the convergence of closed pseudo-Hermitian manifolds. In terms of the subelliptic inequality, th…