1 citations · 1 across the 4 of their papers we have counts for
4 papers
A non-trivial family of trivial bundles with complex hyperbolic structure
Hugo C. Botós, Felipe A. Franco
In , the group of holomorphic isometries of the complex hyperbolic plane, we study the space of involutions satisfying $R_5R_4R_3R_2R_1=…
Complete totally geodesic subsets of the complex hyperbolic plane: an elementary classification
Hugo C. Botós, Carlos H. Grossi
The non-trivial complete totally geodesic submanifolds of the complex hyperbolic plane are the complex geodesics and the real planes. We present two new p…
On the interplay between discrete invariants of complex hyperbolic disc bundles over surfaces
Hugo C. Botós
We investigate the relationship between three natural invariants of complex hyperbolic disc orbibundles over oriented and closed hyperbolic -orbifolds. These invariants are the…
Quotients of the holomorphic 2-ball and the turnover
Hugo C. Botós, Carlos H. Grossi
We construct two-dimensional families of complex hyperbolic structures on disc orbibundles over the sphere with three cone points. This contrasts with the previously known examples…