activity
20162024
most citedOn the factorization of three-dimensional terminal flops

1 citations · 2 across the 7 of their papers we have counts for

collaborators

7 papers

math.AG2024

On the divisorial contractions to curves of threefolds

Hsin-Ku Chen, Jheng-Jie Chen, Jungkai A. Chen

We prove that each divisorial contraction to a curve between terminal threefolds is a weighted blow-up under a suitable embedding. Moreover, we give a classification of the weighte…

math.AG2023

Chern numbers of terminal threefolds

Paolo Cascini, Hsin-Ku Chen

Let X be a smooth threefold. We show that if is a flip which appears in the -MMP, then is bounded by a constant depend…

math.AG2023

Minimal resolutions of threefolds

Hsin-Ku Chen

We describe the resolution of singularities of a threefold which has minimal Picard number. We describe the relation between this minimal resolution and an arbitrary resolution of…

math.AG2020★ 1 cited

On the factorization of three-dimensional terminal flops

Hsin-Ku Chen

We factorize three-dimensional terminal flops into a composition of divisorial contractions to points and blowing-up smooth curves.

math.AG2019

On the Nash problem for terminal threefolds of type

Hsin-Ku Chen

We study Nash valuations and essential valuations of terminal threefolds of type . If or the given threefold is -factorial, then all the Nash valuations and…

math.AG2017

Threefolds of Kodaira dimension one

Hsin-Ku Chen

We prove that for any smooth complex projective threefold of Kodaira dimension one, the -th pluricanonical map is birational to the Iitaka fibration for every and di…

math.AG2016★ 1 cited

Betti numbers in three dimensional minimal model program

Hsin-Ku Chen

Let be a smooth projective threefold. We prove that, among the process of minimal model program, the variance of the third Betti number can be bounded by some integer depends o…