7 citations · 12 across the 4 of their papers we have counts for
5 papers
On the Bimeromorphic Geometry of Compact Complex Contact Threefolds
Kristina Frantzen, Thomas Peternell
We prove that a compact contact threefold which is bimeromorphically equivalent to a Kaehler manifold and not rationally connected is the projectivised tangent bundle of a Kaehler…
Classification of K3-surfaces with involution and maximal symplectic symmetry
Kristina Frantzen
K3-surfaces with antisymplectic involution and compatible symplectic actions of finite groups are considered. In this situation actions of large finite groups of symplectic transfo…
K3-surfaces with special symmetry
Kristina Frantzen
In this dissertation classification problems for K3-surfaces with finite group actions are considered. Special emphasis is put on K3-surfaces with antisymplectic involutions and co…
Finite symmetry groups in complex geometry
Kristina Frantzen, Alan Huckleberry
On June 5, 2007 the second author delivered a talk at the Journees de l'Institut Elie Cartan entitled "Finite symmetry groups in complex geometry". This paper begins with an expand…
K3-surfaces with special symmetry: An example of classification by Mori-reduction
Kristina Frantzen, Alan Huckleberry
The classification problem for K3-surfaces equipped with finite groups of symplectic symmetry centralized by an antisymplectic involution is considered. An approach via equivar…