Groups of Automorphisms of Compact Riemann and Klein Surfaces |
Contents
Introduction | 1 |
Klein surfaces with large groups of automorphisms in prescribed | 28 |
34 | 172 |
Copyright | |
Common terms and phrases
2-group 3-soluble abelian algebraic curves algebraic genus assume Automorphism groups automorphisms of order bordered Klein surface bound boundary components Bujalance c₁ compact Riemann surface completes the proof conjugate contradiction corresponding CTKS cyclic group dianalytic structure dihedral group divisor easy to check elements of order empty period cycles epimorphism factor group finite group Fuchsian group Fuchsian surface group full group G of order G₁ genus g Gromadzki G group G group of automorphisms group of order group with signature homomorphism Hurwitz groups Hurwitz Riemann formula hyperelliptic images isomorphic Lemma Let G M*-group maximal symmetry Moreover morphism NEC group nilpotent group non-orientable Klein surface non-orientable Riemann surface normal subgroup product has order proper periods real curves respectively Singerman soluble group supersoluble group surface of algebraic surface of genus surfaces with maximal Theorem topological type whilst