4 citations · 8 across the 4 of their papers we have counts for
7 papers
The Albanese morphism for hyperelliptic varieties
Pieter Belmans, Andreas Demleitner, Pedro Núñez
We explicitly describe the Albanese morphism of a hyperelliptic variety, i.e., the quotient of an abelian variety by a finite group acting freely and not only by transl…
The Classification of Hyperelliptic Groups in Dimension 4
Andreas Demleitner
Hyperelliptic manifolds are natural generalizations of hyperelliptic surfaces in dimensions. We provide a full classification of the groups, which arise as the holonomy group of a…
The Classification of Rigid Hyperelliptic Fourfolds
Andreas Demleitner, Christian Gleissner
We provide a fine classification of rigid hyperelliptic manifolds in dimension four up to biholomorphism and diffeomorphism. These manifolds are explicitly described as finite étal…
The classification of Hyperelliptic threefolds
Fabrizio Catanese, Andreas Demleitner
We complete the classification of hyperelliptic threefolds, describing in an elementary way the hyperelliptic threefolds with group . These are algebraic and form an irreducib…
Hyperelliptic Threefolds with group , the Dihedral group of order 8
Fabrizio Catanese, Andreas Demleitner
We give a simple construction for the hyperelliptic threefolds with group , thus completing the classification of hyperelliptic threefolds.
Rigid Group Actions on Complex Tori are Projective (after Ekedahl)
Fabrizio Catanese, Andreas Demleitner
In this note we give a detailed proof of a result (sketched by Torsten Ekedahl in a discussion with the first author several years ago), describing complex tori admitting a rigid g…
Classification of Bagnera-de Franchis Varieties in Small Dimensions
Andreas Demleitner
A Bagnera-de Franchis variety is the quotient of an abelian variety by a free action of a finite cyclic group , which does not contain only transl…