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Francesco Polizzi
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28
Groups of order 64 and non-homeomorphic double Kodaira fibrations with the same biregular invariants
6 days ago by
Francesco Polizzi
and
Pietro Sabatino
Algebraic Geometry
,
Group Theory
Pluri-cotangent maps of surfaces of general type
10 July 2023 by
Francesco Polizzi
and
Xavier Roulleau
Algebraic Geometry
Finite quotients of surface braid groups and double Kodaira fibrations
29 July 2022 by
Francesco Polizzi
and
Pietro Sabatino
Geometric Topology
,
Algebraic Geometry
Diagonal double Kodaira structures on finite groups
29 July 2022 by
Francesco Polizzi
Algebraic Geometry
,
Group Theory
Diagonal double Kodaira fibrations with minimal signature
3 June 2021 by
Francesco Polizzi
and
Pietro Sabatino
Algebraic Geometry
,
Group Theory
A weak comparison principle in tubular neighbourhoods of embedded manifolds
14 October 2019 by
Francesco Polizzi
and
others
Analysis of PDEs
,
Differential Geometry
Surface braid groups, finite Heisenberg covers and double Kodaira fibrations
20 July 2019 by
Andrea Causin
and
Francesco Polizzi
Algebraic Geometry
,
Geometric Topology
Representations of braid groups and construction of projective surfaces
9 May 2019 by
Francesco Polizzi
Algebraic Geometry
,
Geometric Topology
A pair of rigid surfaces with
p_g=q=2
and
K^2=8
whose universal cover is not the bidisk
30 April 2018 by
Francesco Polizzi
and
others
Algebraic Geometry
Monodromy representations and surfaces with maximal Albanese dimension
6 June 2017 by
Francesco Polizzi
Algebraic Geometry
Triple planes with p_g=q=0
21 August 2016 by
Daniele Faenzi
and
others
Algebraic Geometry
A family of surfaces with
p_g=q=2, \, K^2=7
and Albanese map of degree
3
9 May 2016 by
Roberto Pignatelli
and
Francesco Polizzi
Algebraic Geometry
A note on surfaces with
p_g=q=2
and an irrational fibration
16 March 2015 by
Matteo Penegini
and
Francesco Polizzi
Algebraic Geometry
A new family of surfaces with
p_g=q=2
and
K^2=6
whose Albanese map has degree
4
7 July 2014 by
Matteo Penegini
and
Francesco Polizzi
Algebraic Geometry
Isotrivially fibred surfaces and their numerical invariants
13 November 2013 by
Francesco Polizzi
Algebraic Geometry
On factoriality of threefolds with isolated singularities
31 July 2013 by
Francesco Polizzi
and
others
Algebraic Geometry
Deformations of product-quotient surfaces and reconstruction of Todorov surfaces via
\mathbb{Q}
-Gorenstein smoothing
30 July 2012 by
Yongnam Lee
and
Francesco Polizzi
Algebraic Geometry
On surfaces with p_g=q=2, K^2=5 and Albanese map of degree 3
10 July 2012 by
Matteo Penegini
and
Francesco Polizzi
Algebraic Geometry
Surfaces with p_g=q=2, K^2=6 and Albanese map of degree 2
27 January 2012 by
Matteo Penegini
and
Francesco Polizzi
Algebraic Geometry
On surfaces with p_g=2, q=1 and K^2=5
24 June 2011 by
Tommaso Gentile
and
others
Algebraic Geometry
Proper polynomial self-maps of the affine space: state of the art and new results
1 May 2010 by
Cinzia Bisi
and
Francesco Polizzi
Complex Variables
,
Algebraic Geometry
Standard isotrivial fibrations with p_g=q=1. II
27 May 2009 by
Ernesto Mistretta
and
Francesco Polizzi
Algebraic Geometry
,
Group Theory
On Proper Polynomial Maps of
\mathbb{C}^2.
24 March 2009 by
Cinzia Bisi
and
Francesco Polizzi
Complex Variables
,
Algebraic Geometry
Numerical properties of isotrivial fibrations
10 December 2008 by
Francesco Polizzi
Algebraic Geometry
The classification of surfaces with p_g=q=1 isogenous to a product of curves
3 August 2008 by
Giovanna Carnovale
and
Francesco Polizzi
Algebraic Geometry
,
Group Theory
Standard isotrivial fibrations with p_g=q=1
3 August 2008 by
Francesco Polizzi
Algebraic Geometry
,
Group Theory
On surfaces of general type with
p_g=q=1
isogenous to a product of curves
21 November 2006 by
Francesco Polizzi
Algebraic Geometry
On surfaces of general type with
p_g=q=1, K^2=3
14 March 2005 by
Francesco Polizzi
Algebraic Geometry
Surfaces of general type with
p_g=q=1, K^2=8
and bicanonical map of degree 2
19 July 2004 by
Francesco Polizzi
Algebraic Geometry
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Key points
Topics
Algebraic Geometry
Group Theory
Geometric Topology
Complex Variables
Analysis of PDEs
Differential Geometry