2 ms·
Finitely many pieces, but on infinitely variable boundaries. It was clever to make the proof allow a finite number in that place. Without, it would have attract
by moloch-hai 4y ago
Finitely many pieces, but on infinitely variable boundaries. It was clever to make the proof allow a finite number in that place. Without, it would have attracted no attention.
- wnkrshm 4y agoIt's still astounding to me that the 'fractal trick' starts working in R3 and not already in R2.
- moloch-hai 4y agoAgreed, each added dimension adds wacky surprises. Packing spheres into a cube leaves you a pretty comprehensible space in the middle. Pack hyperspheres into a hypercube, and all hell breaks loose.