Algebraic and geometric solutions of hyperbolic Dehn filling equations

@inproceedings{Francaviglia2008AlgebraicAG,
  title={Algebraic and geometric solutions of hyperbolic Dehn filling equations},
  author={S. Francaviglia},
  year={2008}
}
In this paper we study the difference between algebraic and geometric solutions of the hyperbolic Dehn filling equations (see Definition 3.6) for ideally triangulated 3-manifolds. We show that any geometric solution is an algebraic one, and we prove the uniqueness of the geometric solutions. Then we do explicit calculations for three interesting examples… CONTINUE READING