Keywords

#horosphere

Horosphere

Hypersurface in hyperbolic space

In hyperbolic geometry, a horosphere is a specific hypersurface in hyperbolic n-space. It is the boundary of a horoball, the limit of a sequence of increasing balls sharing a tangent hyperplane and its point of tangency. For n = 2 a horosphere is called a horocycle.

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Horosphere Hexagonal tiling honeycomb Regular polyhedron Sphere packing Horocycle Alex Kontorovich Non-Euclidean geometry Order-4 hexagonal tiling honeycomb List of regular polytopes Hyperboloid model
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