On the biggest purely non-free conformal actions on compact Riemann surfaces and their asymptotic properties

C. Bagiński, G. Gromadzki, R. A. Hidalgo

A continuous action of a finite group $G$ on a closed orientable surface $X$ is said to be gpnf (Gilman purely non-free) if every element of $G$ has a fixed point on $X$. We prove…