Han-Bom Moon

activity

20072023

most citedModuli spaces of weighted pointed stable rational curves via GIT

11 citations · 49 across the 27 of their papers we have counts for

collaborators

Showing 2017 · math.AGShow all

3 papers · 2 filters

math.AG2017

Equations for point configurations to lie on a rational normal curve

Alessio Caminata, Noah Giansiracusa, Han-Bom Moon +1

The parameter space of $n$ ordered points in projective $d$ -space that lie on a rational normal curve admits a natural compactification by taking the Zariski closure in $(\mathbb{P…

math.AG2017

Finite generation of the algebra of type A conformal blocks via birational geometry

Han-Bom Moon, Sang-Bum Yoo

We study birational geometry of the moduli space of parabolic bundles over a projective line, in the framework of Mori's program. We show that the moduli space is a Mori dream spac…

math.AG2017

Birational geometry of the moduli space of pure sheaves on quadric surface

Kiryong Chung, Han-Bom Moon

We study birational geometry of the moduli space of stable sheaves on a quadric surface with Hilbert polynomial $5 m + 1$ and $c_{1} = (2, 3)$ . We describe a birational map between…