activity
20172021
most citedGeometric estimates for complex Monge-Ampere equations

3 citations · 4 across the 4 of their papers we have counts for

collaborators

8 papers

math.DG2021

Asymptotics of Kähler-Einstein metrics on complex hyperbolic cusps

Xin Fu, Hans-Joachim Hein, Xumin Jiang

Let be a negative holomorphic line bundle over an -dimensional complex torus . Let be a Hermitian metric on such that the curvature form of the dual Hermitian…

math.DG2021

Codimension four regularity of generalized Einstein structures

Xin Fu, Aaron Naber, Jeffrey Streets

We establish codimension 4 regularity of noncollapsed sequences of metrics with bounds on natural generalizations of the Ricci tensor. We obtain a priori L2 curvature estimates on…

math.AT2020

The homotopy classification of four-dimensional toric orbifolds

Xin Fu, Tseleung So, Jongbaek Song

Let be a -dimensional toric orbifold. If has a non-trivial odd primary torsion, then we show that is homotopy equivalent to the wedge of a Moore space and a CW-…

math.AT2020

Model category structures on multicomplexes

Xin Fu, Ai Guan, Muriel Livernet +1

We present a family of model structures on the category of multicomplexes. There is a cofibrantly generated model structure in which the weak equivalences are the morphisms inducin…

math.AT20191 cited

Homotopy types of partial quotients for a certain case

Xin Fu

In this paper, we determine the homotopy type of the quotient space , given by the moment-angle complex under the diagonal circle a…

math.DG2018

On the construction of a complete Kahler-Einstein metric with negative scalar curvature near an isolated log-canonical singularity

Hanlong Fang, Xin Fu

In this short note we are concerned with the Kahler-Einstein metrics near cone type log canonical singularities. By two different approaches, we construct a complete Kahler-Einstei…