1 citations · 1 across the 3 of their papers we have counts for
5 papers
Exceptional algebraic curves for infinite groups of
Angel Cano, Luis Loeza, Rodrigo Dávila Figueroa
We classify algebraic curves in () that are invariant under an infinite subgroup of . In particular, we prove that a…
Exceptional Algebraic sets for discrete groups of
Angel Cano, Luis Loeza
In this note, we show that the exceptional algebraic set of an infinite discrete group in should be a finite union of complex lines, copies of the Veronese curve o…
On classical uniformization theorems for higher dimensional complex Kleinian groups
Angel Cano, Luis Loeza, Alejandro Ucan-Puc
In this article we show that Bers' simultaneous uniformization as well as the Köebe's retrosection theorem are not longer true for discrete groups of projective transformations act…
Two dimensional Veronese groups with an invariant ball
Angel Cano, Luis Loeza
In this article we characterize the complex hyperbolic groups that leave invariant a copy of the Veronese curve in . As a corollary we get that every discrete…
Projective Cyclic Groups in Higher Dimensions
Angel Cano, Luis Loeza, Alejandro Ucan
In this article we provide a classification of the projective transformations in considered as automorphisms of the complex projective space . Our cla…