Hamiltonian cycles on an icosidodecahedron, using the same Bézier curve rounding approach as before. I'd thought about the Hamiltonian ones at some point earlier, but I couldn't find a fast algorithm for generating them. Then Anton Bakker (@antonbakkersculptor) mentioned them after seeing my last post's Eulerian ones. Well, I looked at the algorithms again, and I realized that a basic backtracking recursion could work with a lot of common polyhedra. For the icosidodecahedron with 30 vertices and
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Hamiltonian cycles on an icosidodecahedron, using the same Bézier curve rounding approach as before. I'd thought about the Hamiltonian ones at some point earlier, but I couldn't find
Risto A. Paju. Risto A. Paju · Original audio. Hamiltonian cycles on an icosidodecahedron, using the same Bézier curve rounding approach as before. I'd thought about the Hamiltonian ones at some point earlier, but I couldn't find a fast algorithm for generating them. Then Anton Bakker (@antonbakkersculptor) mentioned them after seeing my last ...
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