1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.GR2024
Finite simple groups acting with fixity 4 and their occurrence as groups of automorphisms of Riemann surfaces (extended version)
Patrick Salfeld, Rebecca Waldecker
In previous work, all finite simple groups that act with fixity 4 have been classified. In this article we investigate which ones of these groups act faithfully on a compact Rieman…
math.GR2022
Finite simple permutation groups acting with fixity 4
Barbara Baumeister, Paula Hähndel, Kay Magaard +2
Motivated by the theory of Riemann surfaces and specifically the significance of Weierstrass points, we classify all finite simple groups that have a faithful transitive action wit…
math.GR2021★ 1 cited
Finite simple groups acting with fixity 3 and their occurrence as groups of automorphisms of Riemann surfaces (extended version)
Patrick Salfeld, Rebecca Waldecker
Motivated by the theory of Riemann surfaces, we classify all possibilities for finite simple groups acting faithfully on a compact Riemann surface of genus at least 2 in such a way…