We generalize earlier work of Fuertes and Gonzalez-Diez as well as earlier work of Bauer, Catanese and Grunewald by classifying which of the irreducible Coxeter groups are (strongly real) Beauville groups. We also make partial progress on the much more difficult question of which Coxeter groups are Beauville groups in general as well as discussing the related question of which Coxeter groups can be used in the construction of mixed Beauville groups
AbstractExtending results of Bauer, Catanese and Grunewald, and of Fuertes and González-Diez, we sho...
We generalise a construction of mixed Beauville groups first given by Bauer, Catanese and Grunewald...
We explicitly construct infinitely many a non-abelian strongly real Beauville $p$-groups for every p...
We generalize earlier work of Fuertes and Gonzalez-Diez as well\ud as earlier work of Bauer, Catanes...
We generalize earlier work of Fuertes and Gonzalez-Diez as well as earlier work of Bauer, Catanese a...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
We discuss Beauville groups whose corresponding Beauville surfaces\ud are either always strongly rea...
We discuss Beauville groups whose corresponding Beauville surfaces are either always strongly real ...
AbstractExtending results of Bauer, Catanese and Grunewald, and of Fuertes and González-Diez, we sho...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a pro...
Beauville surfaces are a class of complex surfaces defined by letting a finite group\ud G act on a p...
A strongly real Beauville group is a Beauville group that defines a real Beauville surface. Here we ...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
AbstractExtending results of Bauer, Catanese and Grunewald, and of Fuertes and González-Diez, we sho...
We generalise a construction of mixed Beauville groups first given by Bauer, Catanese and Grunewald...
We explicitly construct infinitely many a non-abelian strongly real Beauville $p$-groups for every p...
We generalize earlier work of Fuertes and Gonzalez-Diez as well\ud as earlier work of Bauer, Catanes...
We generalize earlier work of Fuertes and Gonzalez-Diez as well as earlier work of Bauer, Catanese a...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
We discuss Beauville groups whose corresponding Beauville surfaces\ud are either always strongly rea...
We discuss Beauville groups whose corresponding Beauville surfaces are either always strongly real ...
AbstractExtending results of Bauer, Catanese and Grunewald, and of Fuertes and González-Diez, we sho...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a pro...
Beauville surfaces are a class of complex surfaces defined by letting a finite group\ud G act on a p...
A strongly real Beauville group is a Beauville group that defines a real Beauville surface. Here we ...
Beauville surfaces are a class of complex surfaces defined by letting a finite group G act on a prod...
AbstractExtending results of Bauer, Catanese and Grunewald, and of Fuertes and González-Diez, we sho...
We generalise a construction of mixed Beauville groups first given by Bauer, Catanese and Grunewald...
We explicitly construct infinitely many a non-abelian strongly real Beauville $p$-groups for every p...