Y. Shin

activity

20102026

most citedInvolutions on a surface of general type with

p_{g} = q = 0

K^{2} = 7

3 citations · 3 across the 7 of their papers we have counts for

collaborators

Showing 2026Show all

3 papers · 1 filter

math.AG2026

Global log canonical thresholds for Burniat surfaces and some infinite families of surfaces of general type as $Z_{2}^{n}$ -covers

Nguyen Bin, Jheng-Jie Chen, YongJoo Shin

In this paper, we complete the computation of the global log canonical thresholds of Burniat surfaces. Additionally, we determine the global log canonical thresholds for certain in…

math.AG2026

Numerical Godeaux Surfaces with many disjoint $(- 2)$ -curves and Applications

Yifan Chen, YongJoo Shin

In this paper, over the field of complex numbers, we prove that a numerical Godeaux surface contains at most six pairwise disjoint $(- 2)$ -curves, and that this bound is sharp. As a…

math.AG2026

A chain of $C^{*}$ -flips of the moduli spaces of $O$ -twisted rank 2 constrained framed Hitchin pairs on a smooth curve

YongJoo Shin, Sang-Bum Yoo

Let $X$ be a smooth complex projective curve. We prove that there exists a surjective commutative forgetful diagram from the chain of $C^{*}$ -flips of the moduli spaces of…

Global log canonical thresholds for Burniat surfaces and some infinite families of surfaces of general type as Z2n​-covers

Numerical Godeaux Surfaces with many disjoint (−2)-curves and Applications

A chain of C∗-flips of the moduli spaces of O-twisted rank 2 constrained framed Hitchin pairs on a smooth curve

Global log canonical thresholds for Burniat surfaces and some infinite families of surfaces of general type as $Z_{2}^{n}$ -covers

Numerical Godeaux Surfaces with many disjoint $(- 2)$ -curves and Applications

A chain of $C^{*}$ -flips of the moduli spaces of $O$ -twisted rank 2 constrained framed Hitchin pairs on a smooth curve