I've done some work that you will like? your manifold has two surfaces, it is not really a mobius strip....BUT. When you cut it lengthwise by 1/3, you get a 3 flip mobius strip! The loop with 8 twists and a trefoil knot can be reduced to a 3 flip mobius strip. No surprise, the manifold had 3 single flips betweem its poles. Also the knot diagrams has 6 crossings and its lovely that the figure you make has 6 sides. 2N+2=8. WOW......Very good work, you got me interested again. Video reply to follo
wow......very good work. Is it original? I was thinking about mobius in a high dimension but didn't have th emotivation to go down that road. I'll make one and explore its topology.
its science AND magic, yay X3
naru14358 1 year ago
Intriguing & provocative
NagarajVasuki 1 year ago
This is AMAZING!!!!!!
OwnedOver9000 2 years ago
what do u know cat find them fascinating to
8623134628181 2 years ago
I've done some work that you will like? your manifold has two surfaces, it is not really a mobius strip....BUT. When you cut it lengthwise by 1/3, you get a 3 flip mobius strip! The loop with 8 twists and a trefoil knot can be reduced to a 3 flip mobius strip. No surprise, the manifold had 3 single flips betweem its poles. Also the knot diagrams has 6 crossings and its lovely that the figure you make has 6 sides. 2N+2=8. WOW......Very good work, you got me interested again. Video reply to follo
kitefrog 2 years ago
wow......very good work. Is it original? I was thinking about mobius in a high dimension but didn't have th emotivation to go down that road. I'll make one and explore its topology.
kitefrog 2 years ago
Yes, Original.
patp2 2 years ago
Great example of topological species. And glad to see that Schrodinger's cat survived, in this universe anyway. Many thanks for the good work.
ProfMichaelson 2 years ago