A while ago I was having fun theorycrafting seeing if there were potential connections relating knot geometry/ formation to wavefunction field excitation as well as better understanding computational complexity classes of knot formation.

During my research I came across an interesting class of fractal ’ wild knots ’ that recursively cross into eachother infinitely. The wild knot shown in post displays cantor set class bifurcation.

Heres a 3d animation of a knot known as the ’ Alexander Horned Sphere ’

These knots are pretty cool to look at.