Celebratio Mathematica

Cameron McAllan Gordon

Working with Cameron: from exceptional surgeries to the L-space conjecture

Works connected to Xingru Zhang

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S. Boy­er, C. M. Gor­don, and X. Zhang: “Dehn fillings of large hy­per­bol­ic 3-man­i­folds,” J. Diff. Geom. 58 : 2 (2001), pp. 263–​308. MR 1913944 Zbl 1042.​57007 article

S. Boy­er, C. M. Gor­don, and X. Zhang: “Re­du­cible and fi­nite Dehn fillings,” J. Lond. Math. Soc. (2) 79 : 1 (2009), pp. 72–​84. MR 2472134 Zbl 1162.​57015 ArXiv 0710.​3786 article

S. Boy­er, C. M. Gor­don, and X. Zhang: “Char­ac­ter­ist­ic sub­man­i­fold the­ory and tor­oid­al Dehn filling,” Adv. Math. 230 : 4–​6 (July–August 2012), pp. 1673–​1737. MR 2927352 Zbl 1248.​57004 ArXiv 1104.​3321 article

S. Boy­er, C. M. Gor­don, and X. Zhang: “Dehn fillings of knot man­i­folds con­tain­ing es­sen­tial once-punc­tured tori,” Trans. Am. Math. Soc. 366 : 1 (2014), pp. 341–​393. MR 3118399 Zbl 1290.​57005 ArXiv 1109.​5151 article

S. Boy­er, C. M. Gor­don, and X. Zhang: Dehn fillings of knot man­i­folds con­tain­ing es­sen­tial twice-punc­tured tori. Mem. Amer. Math. Soc. 295. 2024. ArXiv 2004.​04219 book