
Borromean rings
- ... that the common depiction of the Borromean rings as three linked but pairwise-unlinked circles (pictured) is an impossible object, because they cannot actually be circular?
Sources: Aigner, Martin; Ziegler, Günter M. (2018), "Chapter 15: The Borromean Rings Don't Exist", Proofs from THE BOOK (6th ed.), Springer, pp. 99–106; Freedman, Michael H.; Skora, Richard (1987), "Strange actions of groups on spheres", Journal of Differential Geometry, 25: 75–98, doi:10.4310/jdg/1214440725; Lindström, Bernt; Zetterström, Hans-Olov (1991), "Borromean circles are impossible", American Mathematical Monthly, 98 (4): 340–341; Tverberg, Helge (2010), "On Borromean rings", The Mathematical Scientist, 35 (1): 57–60. The Aigner/Ziegler and Zetterström sources are paywalled but Freedman/Skora and Tverberg are both open, albeit probably unreadable to nonmathematicians.
Improved to Good Article status by David Eppstein (talk). Self-nominated at 07:47, 17 March 2021 (UTC).
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Overall:
Nice, interesting hook with illustration. Well referenced article. Good to go. EchetusXe 15:47, 18 March 2021 (UTC)