@inbook{1e42abc8c1084ec38eb60e12b48f4ed2,
title = "A census of exceptional Dehn fillings",
abstract = "This paper describes the complete list of all 205,822 exceptional Dehn fillings on the 1-cusped hyperbolic 3-manifolds that have ideal triangulations with at most 9 ideal tetrahedra. The data is consistent with the standard conjectures about Dehn filling and suggests some new ones.",
author = "Dunfield, {Nathan M.}",
note = "1.4. Acknowledgements. I thank Ken Baker, Bruno Martelli, and Jake Rasmussen for helpful discussions on the topic of this paper and also thank John Berge for sharing his unpublished data on this topic with me. This work was done at the University of Illinois, the University of Melbourne, and IAS, and was funded in part by the Simons Foundation and the US National Science Foundation, the latter under grants DMS-1510204, DMS-1811156, and the GEAR Network (DMS-1107452). I also thank the referee for their helpful comments on this paper, especially their observation in Section 4.3.",
year = "2020",
doi = "10.1090/conm/760/15289",
language = "English (US)",
series = "Contemporary Mathematics",
publisher = "American Mathematical Society",
pages = "143--155",
booktitle = "Contemporary Mathematics",
address = "United States",
}