Deepesh Singhal

activity

20192026

most citedDensity of Numerical sets associated to a Numerical semigroup

2 citations · 3 across the 18 of their papers we have counts for

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3 papers · 1 filter

math.AG2025

Largest zero-dimensional intersection of $r$ degree $d$ hypersurfaces

Yuxin Lin, Deepesh Singhal

Suppose we have $r$ hypersurfaces in $P^{m}$ of degree $d$ , whose defining polynomials are linearly independent, and their intersection has dimension $0$ . Then what is the l…

math.CO2025

On the smallest partition associated to a numerical semigroup

Nathan Kaplan, Kaylee Kim, Cole McGeorge +2

The set of hook lengths of an integer partition $λ$ is the complement of some numerical semigroup $S$ . There has been recent interest in studying the number of partitions with a gi…

math.NT2025

The $p$ -rank stratification of the moduli space of double covers of a fixed elliptic curve

Kevin Chang, Dušan Dragutinović, Steven R. Groen +3

In this paper we investigate the $p$ -rank stratification of the moduli space of curves of genus $g$ that admit a double cover to a fixed elliptic curve $E$ in characteristic $p > 2$ .…

Largest zero-dimensional intersection of r degree d hypersurfaces

On the smallest partition associated to a numerical semigroup

The p-rank stratification of the moduli space of double covers of a fixed elliptic curve

Largest zero-dimensional intersection of $r$ degree $d$ hypersurfaces

The $p$ -rank stratification of the moduli space of double covers of a fixed elliptic curve