Cyclic and Abelian coverings of real varieties
Fabrizio Catanese (Universitaet Bayreuth, KIAS Seoul), Michael, Loenne (Universitaet Bayreuth), Fabio Perroni (Universita' di Trieste)
TL;DR
This paper explores the birational and biregular properties of cyclic and Abelian coverings in the context of real algebraic varieties, providing a detailed theoretical framework.
Contribution
It offers a comprehensive description of the birational and biregular theory specific to cyclic and Abelian coverings of real varieties, advancing understanding in real algebraic geometry.
Findings
Detailed classification of cyclic coverings
Analysis of Abelian coverings in real varieties
Theoretical framework for birational and biregular properties
Abstract
We describe the birational and the biregular theory of cyclic and Abelian coverings between real varieties.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory