activity
20162022
most citedEquivariant CR minimal immersions from into

3 citations · 6 across the 12 of their papers we have counts for

collaborators

12 papers

math.CV2022

On Skoda's theorem for Nadel-Lebesgue multiplier ideal sheaves on singular complex spaces and regularity of weak Kähler-Einstein metrics

Zhenqian Li

In this article, we will characterize regular points respectively by the local vanishing, positivity of the Ricci curvature and -solvability of the -equatio…

math.CV2022

On a question of Kollár

Zhenqian Li

In this note, we establish a generalized analytic inversion of adjunction via the Nadel-Ohsawa multiplier/adjoint ideal sheaves associated to plurisubharmonic (psh) functions for l…

math.CV2021

Grauert-Riemenschneider multiplier ideal sheaves and the (optimal) Briançon-Skoda number

Zhenqian Li

The goal of this note is to survey some recent results on the Grauert-Riemenschneider multiplier ideal sheaves on any (reduced) complex space of pure dimension. In particular, we o…

math.CV2020

A note on multiplier ideal sheaves on complex spaces with singularities

Zhenqian Li

The goal of this note is to present some recent results of our research concerning multiplier ideal sheaves on complex spaces and singularities of plurisubharmonic functions. We fi…

math.DG2017★ 3 cited

Equivariant CR minimal immersions from into

Zejun Hu, Jiabin Yin, Zhenqi Li

The equivariant CR minimal immersions from the round -sphere into the complex projective space have been classified by the third author explicitly (J London…

math.CV2016

A support function of the weighted integrations on the superlevel sets of the weights

Qi'an Guan, Zhenqian Li, Jiafu Ning

In this article, we establish a support function of the weighted integrations on the superlevel sets of the weights with optimal asymptoticity near the positive infinity, whi…

math.CV2016

A remark on equisingular approximations of quasi-plurisubharmonic functions

Qi'an Guan, Zhenqian Li

In this note, we will present global equisingular approximations of quasi-plurisubharmonic functions with stable analytic pluripolar sets on compact complex manifolds.

math.CV2016

Analytic adjoint ideal sheaves associated to plurisubharmonic functions

Qi'an Guan, Zhenqian Li

In this article, we will present that the analytic adjoint ideal sheaves associated to plurisubharmonic functions are not coherent.

math.CV2016★ 2 cited

Cluster points of jumping coefficients and equisingularties of plurisubharmonic functions

Qi'an Guan, Zhenqian Li

In this article, we will construct a plurisubharmonic function whose jumping coefficients have a cluster point. We also give a class of plurisubharmonic functions which cannot be e…

math.CV2016

Multiplier ideal sheaves with weights of log canonical threshold one

Qi'an Guan, Zhenqian Li

In this article, we will characterize the multiplier ideal sheaves with weights of log canonical threshold one by restricting the weights to complex regular surface.

math.CV2016★ 1 cited

Estimation of weighted norm related to Demailly's Strong Openness Conjecture

Qi'an Guan, Zhenqian Li, Xiangyu Zhou

In the present article, we obtain an estimation of the weighted norm near the singularities of plurisubharmonic weight related to Demailly's strong openness conjecture, which…

math.CV2016

A Characterization of regular points by Extension Theorem

Qi'an Guan, Zhenqian Li

In this article, we present that the germ of a complex analytic set at the origin in is regular if and only if the related extension theorem holds. We also obt…