Greg EgangregeganSF@mathstodon.xyz
Sep 9, 2026, 12:43 PMI think I learned about this from Wikipedia. In 2019 I posted this on Twitter:
Here’s my favourite immersion of Klein’s bottle. The region just inside each loop of the figure 8 is continuous with that just outside the other loop, so a Möbius-like-twist connects the two sides.
Then by splitting the surface in two (locally), you get an immersion of a torus!