activity
20032026
most citedStandard isotrivial fibrations with p_g=q=1

36 citations · 262 across the 30 of their papers we have counts for

collaborators

32 papers

math.AG2026

The Picard number of fibred Mori dream surfaces

Federico Fallucca, Roberto Pignatelli, Francesco Polizzi

Let be a smooth complex projective surface endowed with a fibration onto a smooth projective curve . We prove that, if is a Mori dream space (or, more…

math.GR2026

Finite quotients of full surface braid groups and complex surfaces of general type: cyclic, dihedral, and extra-special quotients

Massimiliano Alessandro, Michelangelo Migliano, Francesco Polizzi

Let be the full braid group on two strings on a compact Riemann surface of genus . We compute the number of finite cyclic, dihedral and extra-special quotien…

math.GR2025

On finite quotients of surface braid groups having order at most

Francesco Polizzi, Pietro Sabatino

Let be a compact Riemann surface of genus and let be the corresponding pure braid group on two strands. A finite quotie…

math.AG2025

Groups of order 64 and non-homeomorphic double Kodaira fibrations with the same biregular invariants

Francesco Polizzi, Pietro Sabatino

Let be a closed Riemann surface of genus . We investigate finite quotients of the pure braid group on two strands which do not factor through $π_1(…

math.AG2022

Pluri-cotangent maps of surfaces of general type

Francesco Polizzi, Xavier Roulleau

Let be a compact, complex surface of general type whose cotangent bundle is strongly semi-ample. We study the pluri-cotangent maps of , namely the morphisms $ψ_n \colo…

math.GT2021★ 1 cited

Finite quotients of surface braid groups and double Kodaira fibrations

Francesco Polizzi, Pietro Sabatino

Let be a closed Riemann surface of genus . We give an account of some results obtained in the recent papers \cite{CaPol19, Pol20, PolSab21} and concerning what we call her…