polyhedral |
isohedral |
As adjectives the difference between polyhedral and isohedral
is that
polyhedral is (geometry|of a solid or surface) having multiple planar faces or facets while
isohedral is (geometry) describing a polyhedron or a tiling all of whose faces are the same.
wikidiffcom |
isohedral |
As an adjective isohedral is
(geometry) describing a polyhedron or a tiling all of whose faces are the same.
face |
isohedral |
As a verb face
is .
As an adjective isohedral is
(geometry) describing a polyhedron or a tiling all of whose faces are the same.
tiling |
isohedral |
As a noun tiling
is a covering of tiles.
As a verb tiling
is .
As an adjective isohedral is
(geometry) describing a polyhedron or a tiling all of whose faces are the same.
polyhedron |
isohedral |
In geometry|lang=en terms the difference between polyhedron and isohedral
is that
polyhedron is (geometry) a solid figure with many flat faces and straight edges while
isohedral is (geometry) describing a polyhedron or a tiling all of whose faces are the same.
As a noun polyhedron
is (geometry) a solid figure with many flat faces and straight edges.
As an adjective isohedral is
(geometry) describing a polyhedron or a tiling all of whose faces are the same.