https://mathoverflow.net/questions/510610/on-x32x2-phi2-0-the-snub-dodecahedron-and-the-octic-with-n-real-roots
nt.number theory - On $x^3+2x^2-\phi^2=0$, the snub dodecahedron, and the octic with $n$ real roots...
(Update: Gave example of a suitable octic in the last section.) This is a tangent from a previous polyhedra post. I came across the solvable sextic, $$x^6 +...
number theoryon xnt2xphi
https://dysonlogos.blog/
Dyson's Dodecahedron | Award Winning Dungeon Design
Award Winning Dungeon Design
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https://math.stackexchange.com/questions/3449127/rolling-dodecahedron-path
graph theory - Rolling Dodecahedron Path - Mathematics Stack Exchange
I've recently studied rolling polyhedra graphs. A polyhedron is rolled over its edges until it has reached all possible orientations. One more roll puts it...
graph theorystack exchangerollingdodecahedronpath