Visualization of Hanson’s n = 4 Fermat-quartic construction, z₁⁴ + z₂⁴ = 1.
Sixteen complex patches assemble into a genus-three surface in ℂ² ≅ ℝ⁴ before being projected into the three-dimensional form we can see. Its apparent self-intersections arise from losing one dimension during projection, they are not intersections in the original surface.
This is a mathematically exact slice associated with a quartic K3 surface, not an image of an entire Calabi–Yau manifold.
A Perfect Pattern Descending Into Chaos #fibonacci#goldenratio#abstract
it starts as an organized golden lattice, separates into two branches, accelerates into a vortex, then compresses toward the center.
Credit - @mathmaticulous