John R. Parker, Julien Paupert
We consider symmetric complex hyperbolic triangle groups generated by three complex reflections through angle 2p / p, with p = 3. We restrict our attention to those groups where certain words are elliptic. Our goal is to find necessary conditions for such a group to be discrete. The main application we have in mind is that such groups are candidates for nonarithmetic lattices in SU(2,1).
© 2001-2024 Fundación Dialnet · Todos los derechos reservados