Huy Quoc Dang

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20182026

most citedConnectedness of The Moduli Space of Artin-Schreier Curves of Fixed Genus

5 citations · 12 across the 7 of their papers we have counts for

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math.NT2026

On lifting representations and actions on curves of the metacyclic groups $C_{p^{s}} ⋊ C_{m}$

Huy Dang, Adrian Vasiu

For a prime $p$ , a pair $(s, m) \in N^{2}$ with $m$ relatively prime to $p$ , a homomorphism $χ : C_{m} \to Aut (C_{p^{s}})$ , and an algebraically closed field $k$ …

math.NT2023

$a$ -Numbers of Cyclic Degree $p^{2}$ Covers of the Projective Line

Huy Dang, Steven R. Groen

We investigate the $a$ -numbers of $Z / p^{2} Z$ -covers in characteristic $p > 2$ and extend a technique originally introduced by Farnell and Pries for $\mathbb{Z}/p\math…

math.NT2018★ 5 cited

Connectedness of The Moduli Space of Artin-Schreier Curves of Fixed Genus

Huy Dang

We study the moduli space $A S_{g}$ of Artin-Schreier curves of genus $g$ over an algebraically closed field $k$ of positive characteristic $p$ . The moduli space is partit…

On lifting representations and actions on curves of the metacyclic groups Cps​⋊Cm​

a-Numbers of Cyclic Degree p2 Covers of the Projective Line

Connectedness of The Moduli Space of Artin-Schreier Curves of Fixed Genus

On lifting representations and actions on curves of the metacyclic groups $C_{p^{s}} ⋊ C_{m}$

$a$ -Numbers of Cyclic Degree $p^{2}$ Covers of the Projective Line