Assertion: polyhedron's surface | /r/HasProperty | polyhedral
Facets:
Source sentences:
text: In geometry, a flexible polyhedron is a polyhedral surface that allows continuous non-rigid deformations such that all faces remain rigid.
text: Includes Surface (polygon) simplification, Clipping a polygonal facet with an arbitrary plane, Surface Relaxation and Smoothing of polygonal data, Mesh crumpling, splitting polygons, two sided facets, polygon types, tests for clockwise and concavity, clipping line to polygons, area of a 3D polygon, area of general polygons, determining inside/outside test, intersection of a line and a facet, Eulers numbers.
text: If the surface of a convex body is a polyhedron, then the corresponding polyhedron is convex.
text: Conversely, if the surface of convex solid is polyhedral, then the solid is a convex polyhedron.
text: Conversely, if the surface of convex solid is polyhedral, then the solid is a convex polyhedron.
text: Conversely, if the surface of convex solid is polyhedral, then the solid is a convex polyhedron.
text: A polyhedron is any three-dimensional figure with flat surfaces that are polygons.