Marco Fava

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20242026

most citedOn a combinatorial classification of fine compactified universal Jacobians

1 citations · 1 across the 4 of their papers we have counts for

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math.AG2026

Cohomology of the fine compactified universal Jacobians $J_{2}$ and $J_{2, 1}$

Marco Fava

We compute the rational cohomology of the fine compactified universal Jacobians over the moduli spaces of stable curves of genus $2$ with $0$ and $1$ marked points.

math.AG2026

A complete classification of modular compactifications of the universal Jacobian

Marco Fava, Nicola Pagani, Filippo Viviani

This is the third paper in a series, following [FPVa] and [FPVb]. We classify all modular compactifications of the universal Jacobian over $M_{g, n}$ , both as s…

Cohomology of the fine compactified universal Jacobians J2​ and J2,1​

A complete classification of modular compactifications of the universal Jacobian

Cohomology of the fine compactified universal Jacobians $J_{2}$ and $J_{2, 1}$