Bull. Korean Math. Soc. 2019; 56(1): 73-82
Online first article July 10, 2018 Printed January 31, 2019
https://doi.org/10.4134/BKMS.b180095
Copyright © The Korean Mathematical Society.
Ewa Koz\l owska-Walania
University of Gda\'nsk
We consider Riemann surfaces with three or four symmetries, assuming that they have a maximal total number of ovals and find all the possible topological types of the symmetries realizing such a configuration.
Keywords: Riemann surface, symmetry of a Riemann surface, real form, automorphisms of Riemann surface, Riemann uniformization theorem
MSC numbers: Primary 30F99, 14H37; Secondary 20F
Supported by: Supported by Polish National Sciences Center by the grant NCN 2015/17/B/ST1/03235
2022; 59(1): 27-43
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