Listar por autor "JUAN PABLO NAVARRETE CARRILLO"
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Chains homotopy in the complement of a knot in S^3
JUAN PABLO NAVARRETE CARRILLO -
Clasificación de grupos kleinianos complejos cuyo conjunto límite es una línea
JOSE ALBERTO MAY GARRIDOUn problema de interés es clasificar a grupos kleinianos complejos elementales. En este trabajo se clasifican subgrupos discretos de PGL(3;C) cuyo conjunto límite de Kulkarni sea igual a una línea proyectiva compleja. -
Duality of Kulkarni limit set for subgroups of PSL(3,C)
WALDEMAR DEL JESUS BARRERA VARGAS; ADRIANA GONZALEZ URQUIZA; JUAN PABLO NAVARRETE CARRILLOIn this paper we give a generalization of the Conze–Guivarc’h limit set. With this definition the limit set has very similar properties to those of the limit set in hyperbolic spaces. Moreover, we prove a relation between ... -
Duality of the Kulkarni Limit Set for Subgroups of PSL(3,C)
JUAN PABLO NAVARRETE CARRILLO -
On the number of lines in the limit set for discrete subgroups of PSL(3, C)
WALDEMAR DEL JESUS BARRERA VARGAS; ANGEL CANO CORDERO; JUAN PABLO NAVARRETE CARRILLOGiven a discrete subgroup G ⊂ PSL(3, C), acting on the complex projective plane, P2C , in the canonical way, we list all possible values for the number of complex projective lines and for the maximum number of complex ... -
One line complex Kleinian groups
WALDEMAR DEL JESUS BARRERA VARGAS; ANGEL CANO CORDERO; JUAN PABLO NAVARRETE CARRILLOWe give an algebraic description of those subgroups of PGL(3, C) acting on P2C with Kulkarni limit set equal to one complex projective line. Conversely, we prove that the Kulkarni limit set of a group G ≤ PGL(3, C) acting ... -
Pappus’ theorem and a construction of complex Kleinian groups with rich dynamics
JUAN PABLO NAVARRETE CARRILLO