One line complex Kleinian groups
Autor: WALDEMAR DEL JESUS BARRERA VARGAS; ANGEL CANO CORDERO; JUAN PABLO NAVARRETE CARRILLO;
Colecciones: Artículos [523]
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Resumen
We 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 properly and discontinuously on the complement of one line in P2C is equal to one or two lines.
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