Celebratio Mathematica

W. Jaco, J. H. Ru­bin­stein, and S. Till­mann: \( \mathbb{Z}_2 \)-Thur­ston norm and com­plex­ity of 3-man­i­folds. Pre­print, June 2009. ArXiv 0906.​4864 techreport

W. Jaco, H. Ru­bin­stein, and S. Till­mann: “Min­im­al tri­an­gu­la­tions for an in­fin­ite fam­ily of lens spaces,” J. To­pol. 2 : 1 (2009), pp. 157–​180. MR 2499441 Zbl 1227.​57026 ArXiv 0805.​2425 article

C. D. Hodg­son, J. H. Ru­bin­stein, H. Se­ger­man, and S. Till­mann: “Veer­ing tri­an­gu­la­tions ad­mit strict angle struc­tures,” Geom. To­pol. 15 : 4 (2011), pp. 2073–​2089. MR 2860987 Zbl 1246.​57034 article

W. Jaco, J. H. Ru­bin­stein, and S. Till­mann: “Cov­er­ings and min­im­al tri­an­gu­la­tions of 3-man­i­folds,” Al­gebr. Geom. To­pol. 11 : 3 (2011), pp. 1257–​1265. MR 2801418 Zbl 1229.​57010 ArXiv 0903.​0112 article

B. A. Bur­ton, J. H. Ru­bin­stein, and S. Till­mann: “The Weber–Seifert do­deca­hed­ral space is non-Haken,” Trans. Am. Math. Soc. 364 : 2 (2012), pp. 911–​932. MR 2846358 Zbl 1250.​57033 ArXiv 0909.​4625 article