activity
20092026
most citedThe extension and convergence of mean curvature flow in higher codimension

13 citations · 48 across the 13 of their papers we have counts for

collaborators

14 papers

math.DG2026

On the Chern-Ricci form of a twisted almost Kähler structure

David N. Pham, Fei Ye

Let be an almost Kähler manifold. For any smooth function on , one can associate an automorphism $ψ\in \mbox{Aut}(TM)$ for which the Kähler form is invariant. Us…

math.AG2026

On Vanishing Theorems and Bogomolov's Inequality on Surfaces in Positive Characteristic

Fei Ye, Zhixian Zhu

In this paper, we study the equivalence between Bogomolov's instability theorem and the Miyaoka-Sakai theorem on surfaces in positive characteristic. We show that Bogomolov's insta…

math.AG2024

On the Structure of Second Jacobian Ideals

Fei Ye

We show that the second Jacobian ideal of a hypersurface can be decomposed such that a power of the Jacobian ideal becomes a factor. As an application of the decomposition, we pres…

math.DG2023

Left-invariant Hermitian connections on Lie groups with almost Hermitian structures

David N. Pham, Fei Ye

Left-invariant Hermitian and Gauduchon connections are studied on an arbitrary Lie group equipped with an arbitrary left-invariant almost Hermitian structure $(\langle\cdot,\cd…

math.AG2015★ 5 cited

On Fujita's freeness conjecture in dimension 5

Fei Ye, Zhixian Zhu

Let be a smooth projective variety of dimension and be an ample line bundle on . We show that is base-point free.

math.AG2014

Global Generation of Adjoint Line Bundles on Projective -folds

Fei Ye, Zhixian Zhu

Let be a smooth projective variety of dimension and be an ample line bundle on such that and for any subvariety of dimension $1\l…