So each cell has an infinite number of faces, right? Because {6,3} is an infinite tiling. Can you make a video of {4,4,3}? Would something like {3,4,4} or {3,6,3} be possible too?
Each of the red spheres is a horosphere, i.e. a "sphere around" a point in infinity. In the Poincare model, it is a sphere just touching the boundary of the Poincare ball. The geometry on it is Euclidean.
So each cell has an infinite number of faces, right? Because {6,3} is an infinite tiling. Can you make a video of {4,4,3}? Would something like {3,4,4} or {3,6,3} be possible too?
TaiFerret 11 months ago
Each of the red spheres is a horosphere, i.e. a "sphere around" a point in infinity. In the Poincare model, it is a sphere just touching the boundary of the Poincare ball. The geometry on it is Euclidean.
mgoerner 1 year ago
Is each of the red spheres at infinite distance?
AlephNeil 1 year ago