Re: [math-fun] Tammes problem for the square and cubical torus
11 Sep
2020
11 Sep
'20
2:08 p.m.
Good point. —Dan Allan Wechsler wrote: ----- I would think that for big enough N = a^2 + b^2, the moderately obvious "Pythagorean" solution would not be optimal, and that you could do better with big patches of points arranged in a triangular lattice. -----
1898
Age (days ago)
1898
Last active (days ago)
0 comments
1 participants
participants (1)
-
Dan Asimov