activity
20152018
most citedOn neoclassical Schottky groups

5 citations · 9 across the 4 of their papers we have counts for

collaborators

6 papers

math.GT20185 cited

On neoclassical Schottky groups

Ruben A. Hidalgo, Bernard Maskit

The goal of this paper is to describe a theoretical construction of an infinite collection of non-classical Schottky groups. We first show that there are infinitely many non-classi…

math.GT2018

A sufficiently complicated noded Schottky group of rank three

Ruben A. Hidalgo

The theoretical existence of non-classical Schottky groups is due to Marden. Explicit examples of such kind of groups are only known in rank two, the first one by by Yamamoto in 19…

math.CV2017

On the connectedness of the set of Riemann surfaces with real moduli

Antonio F. Costa, Ruben A. Hidalgo

The moduli space , of genus closed Riemann surfaces, is a complex orbifold of dimension which carries a natural real structure i.e. it admits a…

math.CV2017

Uniformizations of stable -gonal Riemann surfaces

Ruben A. Hidalgo

A -gonal pair is a pair , where is a closed Riemann surface and is a degree holomorphic map onto a closed Riemann surface of genus . If the…

math.AG20153 cited

Isogenous decomposition of the Jacobian of generalized Fermat curves

Mariela Carvacho, Rubén A. Hidalgo, Saúl Quispe

A closed Riemann surface is called a generalized Fermat curve of type , where are integers, if it admits a group of conformal…

math.DS20151 cited

Connectivity of the branch locus of moduli space of rational maps

Ruben A. Hidalgo, Saul Quispe

Milnor proved that the moduli space of rational maps of degree has a complex orbifold structure of dimension . Let us denote by