activity
20012022
most citedSome new surfaces with

33 citations · 164 across the 32 of their papers we have counts for

collaborators

38 papers

math.AG2022

On Rigid Manifolds of Kodaira Dimension 1

Ingrid Bauer, Christian Gleissner, Julia Kotonski

We discuss rigid compact complex manifolds of Kodaira dimension 1, arising as product-quotient varieties. First, we show that there is no free rigid action on the product of $(n-1)…

math.AG2021

Towards a Classification of Rigid Product Quotient Varieties of Kodaira Dimension 0

Ingrid Bauer, Christian Gleissner

In this paper the authors study quotients of the product of elliptic curves by a rigid diagonal action of a finite group . It is shown that only for $G = \operatorname{He(3)}, \…

math.AG2019

Fermat's Cubic, Klein's Quartic and Rigid Complex Manifolds of Kodaira Dimension One

Ingrid Bauer, Christian Gleissner

For each the authors provide an -dimensional rigid compact complex manifold of Kodaira dimension . First they construct a series of singular quotients of products…

math.AG2018

-equivariant syzygies for the Del Pezzo Surface of Degree 5

Ingrid Bauer, Fabrizio Catanese

The Del Pezzo surface of degree 5 is the blow up of the plane in 4 general points, embedded in by the system of cubics passing through these points. It is the si…

math.AG2018

Del Pezzo Surfaces, Rigid Line Configurations and Hirzebruch-Kummer Coverings

Ingrid Bauer, Fabrizio Catanese

We prove the equisingular rigidity of the singular Hirzebruch-Kummer coverings of the projective plane branched on line configurations , satisfying…

math.AG2018

Rigid but not infinitesimally rigid compact complex manifolds

Ingrid Bauer, Roberto Pignatelli

In this paper the authors give an infinite series of rigid compact complex manifolds for each dimension which are not infinitesimally rigid, hence giving a complete answ…