3 ms·

There's only so much surface area you can fit in a given volume.

• lloeki 10y ago
  Helge von Koch begs to differ ;-) Also, simple counterexamples: https://people.emich.edu/aross15/math121/misc/love-1989-supersolids.pdf https://people.emich.edu/aross15/math121/misc/love-1989-supe...
  • Retra 10y ago
    How are those counterexamples? I'm not talking about abstract mathematical geometry, I'm talking about actual physics. A paper that says "just drill infinite holes in a cube" isn't relevant here.
    • lloeki 10y ago
      Stuffing hard drives together until they form a perfect Schwartzchild black hole is hardly "actual physics", so I posited we're long into abstract constructs giving theoretical upper bounds.
      • deleted 10y ago
        [deleted]