The study of Riemann surfaces and the groups which act on them is a classical area of
research dating back to the latter half of the 19th century. Research in this field has wide …

Let p be a prime integer and let r≥ 3 be an integer so that p≥ 5 r− 7. We show that a closed
Riemann surface S of genus g≥ 2 has at most one p-group H of conformal automorphisms …

Using the Broughton's equisymmetric stratification of the moduli space of compact Riemann
surfaces of genus g≥ 2, Bartolini, Costa and Izquierdo have shown that its singular locus S …

Abstract Cornalba (Ann Mat Pura Appl 149: 135–151, 1987) classified the components of
the singular locus of the moduli space of compact Riemann surfaces of genus g ≥ 2 g≥ 2 …

Let Cp denote a cyclic group of prime order p≥ 7. A topological action of Cp on a compact,
oriented surface S of genus σ≥ 2 is said to be finitely maximal if there is no finite supergroup …

Academic Vitae Page 1 Academic Vitae Aaron Wootton, Department of Mathematics
Academic Appointments • Professor, University of Portland, Fall 2017 - present • Visiting …