https://www.youtube.com/watch?v=zzCtwaCorRE
hmmm
Thanks to Fields Medal Math Professor Alain Connes for clicking on my blog!!
So here was have the noncommutative "chords" visualized as virtual knots that are then converted to a commutative space...
fascinating.
Wow - that looks very much like this:
So the odd chords and even chords are based on how many chords are linked...
Gauss claimed that all chords HAVE to be even!...
Ah...
Dr Roger Fenn ; Post: Emeritus Reader (The Topology and Geometry Group) is the channel and features Lou Kauffman talks also! Wow...
Knot theory of course.
The overcrossing and undercrossing are then inverse frequencies, etc.
So the "group" is then the noncommutative algebra....
Here are the chords for a noncommutative torus....
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