2 citations · 2 across the 1 of their papers we have counts for
4 papers
Purely (non-) strongly real Beauville -groups
Şükran Gül
For every prime , we give examples of Beauville -groups whose Beauville structures are never strongly real. This shows that there are purely non-strongly real nilpotent…
Grigorchuk-Gupta-Sidki groups as a source for Beauville surfaces
Şükran Gül, Jone Uria-Albizuri
If is a Grigorchuk-Gupta-Sidki group defined over a -adic tree, where is an odd prime, we study the existence of Beauville surfaces associated to the quotients of by…
On ramification structures for finite nilpotent groups
Şükran Gül
We extend the characterization of abelian groups with ramification structures given by Garion and Penegini to finite nilpotent groups whose Sylow -subgroups have a `nice power s…
Beauville structures in -central quotients
Şükran Gül
We prove a conjecture of Boston that if , all -central quotients of the free group on two generators and of the free product of two cyclic groups of order are Beauv…