H. Keneshlou

collaborators

5 papers

math.AG2020

On the unirationality of moduli spaces of pointed curves

Hanieh Keneshlou, Fabio Tanturri

We show that $M_{g, n}$ , the moduli space of smooth curves of genus $g$ together with $n$ marked points, is unirational for $g = 12$ and $2 \leq n \leq 4$ and for $g = 13$ and…

math.AG2019

Cubic surfaces on the singular locus of the Eckardt hypersurface

Hanieh Keneshlou

The Eckardt hypersurface in $P^{19}$ parameterizes smooth cubic surfaces with an Eckardt point, which is a point common to three of the $27$ lines on a smooth cubic surfac…

math.AG2019

Quantitative singularity theory for random polynomials

Paul Breiding, Hanieh Keneshlou, Antonio Lerario

Motivated by Hilbert's 16th problem we discuss the probabilities of topological features of a system of random homogeneous polynomials. The distribution for the polynomials is the…

math.AG2019

Determinantal representations of the cubic discriminant

Dominic Bunnett, Hanieh Keneshlou

We compute and study two determinantal representations of the discriminant of a cubic quaternary form. The first representation is the Chow form of the $2$ -uple embedding of $\math…

math.AG2019

The unirational components of the strata of genus $11$ curves with several pencils of degree $6$ in $M_{11}$

Hanieh Keneshlou, Frank-Olaf Schreyer

We show that the strata $M_{11, 6} (k) \subset M_{11}$ of $6 -$ gonal curves of genus $11$ , equipped with $k$ mutually independent and type I pencils of degree…

On the unirationality of moduli spaces of pointed curves

Cubic surfaces on the singular locus of the Eckardt hypersurface

Quantitative singularity theory for random polynomials

Determinantal representations of the cubic discriminant

The unirational components of the strata of genus 11 curves with several pencils of degree 6 in M11​

The unirational components of the strata of genus $11$ curves with several pencils of degree $6$ in $M_{11}$