GENERALIZED QUATERNION GROUPS AS GROUPS OF AUTOMORPHISMS OF RIEMANN SURFACES
Miércoles 1 de Junio del 2016. Auditorio Prof. Manuel López Ramírez. de Matemática y Estadística UFRO.
Conferencista: SAÚL QUISPE (UFRO)
Resumen.
Let Q2n be the generalized quaternion group of order 2n, where n ≥ 3. It is a well known fact that Q2n acts as a group of conformal automorphisms of some closed Riemann surface S.