Claudia He Yun

activity

20202026

most citedPositive del Pezzo Geometry

2 citations · 5 across the 9 of their papers we have counts for

collaborators

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4 papers · 1 filter

math.AG2024★ 1 cited

On the topology of the moduli of tropical unramified p-covers

Yassine El Maazouz, Paul Alexander Helminck, Felix Röhrle +2

We study the topology of the moduli space of unramified $Z / p$ -covers of tropical curves of genus $g \geq 2$ , where $p$ is a prime number. We use recent techniques by Chan-…

math.AG2023★ 1 cited

A Serre spectral sequence for the moduli space of tropical curves

Christin Bibby, Melody Chan, Nir Gadish +1

We construct, for all $g \geq 2$ and $n \geq 0$ , a spectral sequence of rational $S_{n}$ -representations which computes the $S_{n}$ -equivariant reduced rational cohomology of the tropica…

math.AG2022

Equivariant Hodge polynomials of heavy/light moduli spaces

Siddarth Kannan, Stefano Serpente, Claudia He Yun

Let $M ˉ_{g, m ∣ n}$ denote Hassett's moduli space of weighted pointed stable curves of genus $g$ for the heavy/light weight data $(1^{(m)}, 1/ n^{(n)})$ , and…

math.AG2020

The $S_{n}$ -equivariant rational homology of the tropical moduli spaces $Δ_{2, n}$

Claudia He Yun

We compute the $S_{n}$ -equivariant rational homology of the tropical moduli spaces $Δ_{2, n}$ for $n \leq 8$ using a cellular chain complex for symmetric $Δ$ -complexes in Sage.

On the topology of the moduli of tropical unramified p-covers

A Serre spectral sequence for the moduli space of tropical curves

Equivariant Hodge polynomials of heavy/light moduli spaces

The Sn​-equivariant rational homology of the tropical moduli spaces Δ2,n​

The $S_{n}$ -equivariant rational homology of the tropical moduli spaces $Δ_{2, n}$