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An object attached to strings can spin continuously without becoming tangled • Note that after a 360° rotation the spiral is reversed, but after 720° it returns to its original state (source: https://en.wikipedia.org/wiki/File:Belt_Trick.ogv …)pic.twitter.com/0ZqOpyGA1t
More generally, an object with 𝑛 strings attached can spin continuously without tangling • In the limit 𝑛→∞, we see that a piece of solid continuous space can rotate in place like this without tearing or intersecting itself (source: https://en.wikipedia.org/wiki/File:Antitwister.ogv …)pic.twitter.com/1s4coVJuu0
Also: I just found out that these awesome animations were done by @JasonHise64
Could something like this be a representation of spin-1/2 particles? In Geometric Algebra, a fermion wave function contains a rotor, and this can be used to rotate "something". Now this something could be a part of the space surrounding the point particle.
Yes absolutely, they are described by the same mathematics. This is how the orientation of the electrons spin is rotated
Now do the large D limit of GR
There's any conditions on strings such as they have to Keep some distance or be distribuited in some Way?
Awesome
fermions!
While it _can_ spin without tangling, my computers cables never follow these rules. :-\
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