- The following is an archived discussion of the DYK nomination of the article below. Please do not modify this page. Subsequent comments should be made on the appropriate discussion page (such as this nomination's talk page, the article's talk page or Wikipedia talk:Did you know), unless there is consensus to re-open the discussion at this page. No further edits should be made to this page.
The result was: promoted by Cwmhiraeth (talk) 06:05, 8 May 2021 (UTC)
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Affine symmetric group
- ... that juggling patterns can be encoded in terms of a mathematical object called the affine symmetric group? Source: Section 1.2 of [1]: "We interpret these f [namely, affine permutations, the elements of the affine symmetric group] physically as follows. Consider a juggler ... [details omitted]. This mathematical model of juggling was developed by several groups of jugglers independently in 1985, and is of great practical use in the juggling community."
- ALT1:... that the symmetries of the regular triangular tiling of the plane are described by the affine symmetric group? I am sure that I can produce a source for this if there is demand.
- Comment: First time engaging with DYK!
Created by JayBeeEll (talk). Self-nominated at 00:19, 22 April 2021 (UTC).
