Yes, I used the Poincaré half-plane model for the 3-dimensional hyperbolic space. I put a square lattice on the plane z=0 such that when you reduce modulo this lattice, the boundary becomes a flat torus, which is why I embedded this hyperbolic quotient space as a torus inside R^3. The project is open-source, but it might be a bit complicated to get some intuition from the code, maybe one day I'll make an explanation video.
![ตรงที่เดิม - ฝน พรสุดา [ต้นฉบับ :เบส ขวางหวัน]](http://i.ytimg.com/vi/c5YnbGEztI8/mqdefault.jpg)
xD lol 1:24 - 1:27 gg !!1 Le donut est devenu un fil electrique que tu ronges
How to access the nether using back door:
omg!!!! that is so cool just wow!! amaze
This is awesome! Extremely underrated!
Thanks!!
How tf do you do this?! This is some noneuclidian geometry (simply because there are no squares)!
Yes, I used the Poincaré half-plane model for the 3-dimensional hyperbolic space. I put a square lattice on the plane z=0 such that when you reduce modulo this lattice, the boundary becomes a flat torus, which is why I embedded this hyperbolic quotient space as a torus inside R^3. The project is open-source, but it might be a bit complicated to get some intuition from the code, maybe one day I'll make an explanation video.