Automorphism groups of Beauville surfaces

Abstract

This paper shows that the automorphism group of a Beauville surface is a finite solvable group, and describes its possible structure. It relies on results of Singerman on triangle group inclusions, and of Lucchini on generators for special linear groups.

arXiv comment23 pages

References in corpus (2)

• Simple groups admit Beauville structures
• Some Exceptional Beauville Structures

Cited by in corpus (1)

• A Note on Beauville p-Groups