Ruiran Sun

most citedNon-archimedean hyperbolicity of the moduli space of curves

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

collaborators

4 papers

math.AG2020

Holomorphic curves in Base Spaces of Families of Polarized Manifolds

Steven Lu, Ruiran Sun, Kang Zuo

For a smooth family $V \to U$ of polarized manifolds with semi-ample canonical sheaves, we show the following result: any entire curve must be contained in the fibers of the classi…

math.AG2020★ 2 cited

Non-archimedean hyperbolicity of the moduli space of curves

Ruiran Sun

Let $K$ be a complete algebraically closed non-archimedean valued field of characteristic zero, and let $X$ be a finite type scheme over $K$ . We say $X$ is $K$ -analytically Borel h…

math.AG2020

Second Main Theorem on the Moduli Spaces of Polarized Varieties

Ruiran Sun

Let $(X, D)$ be a smooth log pair over $C$ such that the complement $U := X ∖ D$ carries a maximally varied family of polarized manifolds. We prove a version of sec…

math.AG2017

Base change of twisted Fontaine-Faltings modules and Twisted Higgs-de Rham flows over very ramified valuation rings

Ruiran Sun, Jinbang Yang, Kang Zuo

In this short notes, we prove a stronger version of Theorem 0.6 in our previous paper arXiv:1709.01485: Given a smooth log scheme $(\mathcal{X} \supset \mathcal{D})_{W(\mathbb{F}_q…