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math.GT2017
Sharp upper bounds for the number of fixed points components of two and three symmetries of handlebodies
Ruben A. Hidalgo
An extended Kleinian group whose orientation-preserving half is a Schottky group is called an extended Schottky group. These groups correspond to the real points in the Schottky sp…
math.GT2017
Structural description of dihedral extended Schottky groups and application in study of symmetries of handlebodies
Grzegorz Gromadzki, Ruben A. Hidalgo
Given a symmetry of a closed Riemann surface , there exists an extended Kleinian group , whose orientation-preserving half is a Schottky group uniformizing , such…