activity
20122022
most citedRational cubic fourfolds in Hassett divisors

4 citations · 5 across the 8 of their papers we have counts for

collaborators
Showing math.AGShow all

10 papers · 1 filter

math.AG2022

K3 surface entropy and automorphism groups

Xun Yu

We derive a characterization of the complex projective K3 surfaces which have automorphisms of positive entropy in term of their Néron-Severi lattices. Along the way, we classify t…

math.AG2021

On lattice polarizable cubic fourfolds

Song Yang, Xun Yu

We extend non-emtpyness and irreducibility of Hassett divisors to the moduli spaces of -polarizable cubic fourfolds for higher rank lattices , which in turn provides a system…

math.AG2019

Automorphism groups of smooth cubic threefolds

Li Wei, Xun Yu

In this paper, we classify groups which faithfully act on smooth cubic threefolds. It turns out that there are exactly maximal ones and we describe them with explicit examples…

math.AG20194 cited

Rational cubic fourfolds in Hassett divisors

Song Yang, Xun Yu

We prove that every Hassett's Noether-Lefschetz divisor of special cubic fourfolds contains a union of three codimension-two subvarieties, parametrizing rational cubic fourfolds, i…

math.AG2019

Coble's question and complex dynamics of inertia groups on surfaces

Keiji Oguiso, Xun Yu

We study the inertia groups of some smooth rational curves on 2-elementary K3 surfaces and singular K3 surfaces from the view of topological entropy, with an application to a long…

math.AG2018

Minimum positive entropy of complex Enriques surface automorphisms

Keiji Oguiso, Xun Yu

We determine the minimum positive entropy of complex Enriques surface automorphisms. This together with McMullen's work completes the determination of the minimum positive entropy…