The Sierpinski Tetrahedron universality conjecture for knots
Let be a knot, and let the Sierpinski Tetrahedron denote the fractal obtained by the iterative construction described in the paper. A finite iteration is one of the finite-stage approximations in this construction. Sierpinski Tetrahedron universality conjecture. Every knot can be embedded into the Sierpinski Tetrahedron.
References
Primary source
Joshua Broden, Malors Espinosa, Noah Nazareth and Niko Voth, “Knots Inside Fractals”, arXiv:2409.03639 (2024).
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