A monogonal hosohedron is a hosohedron with two vertices connected by a single edge, creating a single digonal face. It is degenerate in normal Euclidean space, but can exist as a tiling of the sphere with the face covering a 360 degree lune.
Structure and Sections
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|Zerogonal hosohedron||Monogonal hosohedron||Digonal dihedron||Trigonal hosohedron||Square hosohedron||Pentagonal hosohedron||Hexagonal hosohedron||Heptagonal hosohedron||Octagonal hosohedron||...||Apeirogonal hosohedron||Pseudogonal hosohedron|
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