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- W2169580677 abstract "Extending results of Bauer, Catanese and Grunewald, and of Fuertes and Gonz'alez-Diez, we show that Beauville surfaces of unmixed type can be obtained from the groups L_2(q) and SL_2(q) for all prime powers q>5, and the Suzuki groups Sz(2^e) and the Ree groups R(3^e) for all odd e>1. We also show that L_2(q) and SL_2(q) admit strongly real Beauville structures, yielding real Beauville surfaces, if and only if q>5." @default.
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- W2169580677 date "2009-10-28" @default.
- W2169580677 modified "2023-09-27" @default.
- W2169580677 title "Beauville surfaces and finite groups" @default.
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