On the number of hyperbolic Dehn fillings of a given volume
BoGwang Jeon
所有作者
BoGwang Jeon
文献摘要
Let M be a 1-cusped hyperbolic 3-manifold whose cusp shape is quadratic. We
show that there exists c=c(M) such that the number of hyperbolic Dehn fillings
of M with any given volume v is uniformly bounded by c.