activity
19962026
most citedLog-canonical pairs and Gorenstein stable surfaces with

16 citations · 39 across the 21 of their papers we have counts for

collaborators

24 papers

math.AG2026

Mok tensors and Orbifold Quotients of Bounded symmetric domains without ball factors

Fabrizio Catanese, Marco Franciosi

In this paper we characterize the compact orbifolds, quotients of a bounded symmetric domain with no higher dimensional ball factor by the actio…

math.AG2024

2-Gorenstein stable surfaces with and

Stephen Coughlan, Marco Franciosi, Rita Pardini +1

The compactification of the Gieseker moduli space of surfaces of general type with and in the moduli space of stable surfaces parametrises…

math.AG2023

Half canonical rings of Gorenstein spin curves of genus two

Stephen Coughlan, Marco Franciosi, Rita Pardini +1

We introduce the notion of generalised Gorenstein spin structure on a curve and we give an explicit description of the associated section ring for curves of genus two with ample ca…

math.AG2022

Degeneration of Hodge structures on I-surfaces

Stephen Coughlan, Marco Franciosi, Rita Pardini +1

Work of Green, Griffiths, Laza, and Robles suggests that the moduli space of (smoothable) stable surfaces should admit a natural stratification defined via Hodge theoretic data. In…

math.AG2021

On T-divisors and intersections in

Stephen Coughlan, Marco Franciosi, Rita Pardini +2

The moduli space of stable surfaces with and has at least two irreducible components that contain surfaces with T-singularities. We show that the two known c…

math.AG2021

Smoothing semi-smooth Stable Godeaux surfaces

Barbara Fantechi, Marco Franciosi, Rita Pardini

We show that all the semi-smooth stable complex Godeaux surfaces, classified in [FPR18a], are smoothable, and that the moduli stack is smooth of the expected dimension 8 at the cor…