1 citations · 1 across the 4 of their papers we have counts for
5 papers
Cohomology of the fine compactified universal Jacobians and
Marco Fava
We compute the rational cohomology of the fine compactified universal Jacobians over the moduli spaces of stable curves of genus with and marked points.
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 , both as s…
A new class of compactified Jacobians for families of reduced curves
Marco Fava, Nicola Pagani, Filippo Viviani
This is the first paper of a series of three. Here we give an abstract definition of the relative compactified Jacobian of a family of reduced curves. We prove that, under some mil…
A complete theory of smoothable compactified Jacobians of nodal curves
Marco Fava, Nicola Pagani, Filippo Viviani
We introduce and study a new class of compactified Jacobians for nodal curves, that we call compactified Jacobians of vine type, or simply V-compactified Jacobians. This class is s…
On a combinatorial classification of fine compactified universal Jacobians
Marco Fava
Extending the definition of -stability conditions, given by Viviani in a recent preprint, we introduce the notion of universal stability conditions. Building on results by Pagan…