activity
20192026
most citedNew examples of canonical covers of degree 3

1 citations · 1 across the 9 of their papers we have counts for

collaborators

10 papers

math.AG2026

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

Moduli of Persson surfaces: The compactification via KSBA stable pairs and a generic global Torelli type theorem

Hanlong Fang, Bin Nguyen, Xian Wu +1

We study a family of canonically polarized surfaces introduced by Persson, which arise as Galois -covers of branched along eight genera…

math.AG2024

Infinitely many new sequences of surfaces of general type with maximal Picard number converging to the Severi line

Nguyen Bin, Vicente Lorenzo

Examples of algebraic surfaces of general type with maximal Picard number are not abundant in the literature. Moreover, most known examples either possess low invariants, lie near…

math.AG2024

Log canonical thresholds of Burniat surfaces with

Nguyen Bin, Jheng-Jie Chen, YongJoo Shin

In the paper we compute the global log canonical thresholds of the secondary Burniat surfaces with . Furthermore, we establish optimal lower bounds for the log canonical t…

math.AG2023

Surfaces of general type with maximal Picard number near the Noether line

Nguyen Bin, Vicente Lorenzo

The first published non-trivial examples of algebraic surfaces of general type with maximal Picard number are due to Persson, who constructed surfaces with maximal Picard number on…

math.AG2022

Algebraic surfaces with canonical map of degree 13 15 17 18 21 22

Nguyen Bin

In this note, we construct some minimal smooth surfaces of general type with canonical map of degree . These surfaces are constructed as $ \mathbb{Z}_{3}^…

math.AG2022

A new infinite family of irregular algebraic surfaces with canonical map of degree 8

Nguyen Bin

In this note we construct an unlimited family of irregular algebraic surfaces of general type with canonical map of degree , irregularity and arbitrarily large geometric…

math.AG2019★ 1 cited

New examples of canonical covers of degree 3

Nguyen Bin

This paper presents new examples of projective surfaces of general type over with canonical map of degree onto a surface of general type. Very few examples are k…

math.AG2019

Some unlimited families of minimal surfaces of general type with the canonical map of degree 8

Nguyen Bin

In this note, we construct nine families of projective complex minimal surfaces of general type having the canonical map of degree 8 and irregularity 0 or 1. For six of these famil…

math.AG2019

Some infinite sequences of canonical covers of degree 2

Nguyen Bin

In this note, we construct three new infinite families of surfaces of general type with canonical map of degree 2 onto a surface of general type. For one of these families the cano…