I tried a similar Klein bottle in WebGL, double-sided textures, but no arrow walking. https://runmdra.org/tom/threejs/src/tom/klein.html …https://twitter.com/Tom_Ruen/status/1209025996369870848 …
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I tried a similar Klein bottle in WebGL, double-sided textures, but no arrow walking. https://runmdra.org/tom/threejs/src/tom/klein.html …https://twitter.com/Tom_Ruen/status/1209025996369870848 …
That's kind of the whole point of the kleinbottle. However, this animation is a nice and simplified visual.
Q: can every path on a Klein bottle be 'thickened' into a Mobius strip? Or only half of them? Can you visualize all the different embeddings of Mobius strips into the Klein bottle?
If the first question could be restricted to simple closed curves the answer is ‘no’ since there are only 5 different (4 non trivial) scc on a Möbius strip. To the second, gluing of arcs along the connected sum of Möbius strips suggests less than half form a Möbius strip.
Acho que a @cmpereiro vai gostar disso
Hidden? I thought one of the first things one got taught about a Klein bottle was it was two mobius strips glued together. Nice animation though.
reall cool
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