27 citations · 202 across the 34 of their papers we have counts for
35 papers
Extremal metrics on toric manifolds and homogeneous toric bundles
An-Min Li, Zhao Lian, Li Sheng
In this paper, we prove the Yau-Tian-Donaldson conjecture of the filtration version for toric manifolds and homogeneous toric bundles.
On the mean curvature flow of submanifolds in the standard Gaussian space
An-Min Li, Xingxiao Li, Di Zhang
In this paper, we study the regular geometric behavior of the mean curvature flow (MCF) of submanifolds in the standard Gaussian metric space $({\mathbb R}^{m+p},e^{-|x|^2/m}\ol g)…
A Liouville Theorem on the PDE
An-Min Li, Li Sheng
Let be a smooth plurisubharmonic function which solves $$ \det(f_{i\bar j})=1\;\;\;\;\;\;\mbox{in }Ω\subset \mathbb C^n.$$ Suppose that the metric $ω_{f}=\sqrt{-1}f_{i\bar j}dz…
Lecture Notes on Relative Gromov-Witten Invariants
An-Min Li, Li Sheng
This is the draft of lecture notes for Phd students in Sichuan University. In this notes we expand Li-Ruan's paper with much more detailed explanations and calculations.
A Finite Rank Bundle over -Holomorphic map Moduli Spaces
An-Min Li, Li Sheng
We study a finite rank bundle over a neighborhood of -Holomorphic map Moduli Spaces, prove the exponential decay of the derivative of the gluing maps for $\mathbf{F…
Virtual Neighborhood Technique for Holomorphic Curve Moduli Spaces
An-Min Li, Li Sheng
In this paper we use the approach of Ruan and Li-Ruan to construct virtual neighborhoods and show that the Gromov-Witten invariants can be defined as an integral over top strata of…