T. Shaska

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20012026

most citedSome special families of hyperelliptic curves

26 citations · 69 across the 20 of their papers we have counts for

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math.NT2025

Arithmetic Sparsity and Obstructions in Weighted Projective Spaces

Tanush Shaska

Let $WP_{q}^{n}$ be a weighted projective space with weights $q = (q_{0}, \dots, q_{n})$ , $q = lcm (q_{i})$ , and let $ϕ\colon \mathbb{WP}^n_{\mathb…

math.NT2019

Superelliptic curves with minimal weighted moduli height

Tanush Shaska

For a superelliptic curve $X$ , defined over $Q$ , let $p$ denote the corresponding moduli point in the weighted moduli space. We describe a method how to…

math.NT2017★ 7 cited

Semistable types of hyperelliptic curves

Tim Dokchitser, Vladimir Dokchitser, Celine Maistret +1

In this paper, we explore three combinatorial descriptions of semistable types of hyperelliptic curves over local fields: dual graphs, their quotient trees by the hyperelliptic inv…