regular skew polygon造句
例句與造句
- Petrie polygons are regular skew polygons defined within regular polyhedra and polytopes.
- They have planar regular polygon faces, but regular skew polygon vertex figures.
- The petrie polygons of the regular 4-polytope define regular skew polygons.
- The regular skew polyhedron have regular faces, and regular skew polygon vertex figures.
- Their vertex figures are regular skew polygons, vertices zig-zagging between two planes.
- It's difficult to find regular skew polygon in a sentence. 用regular skew polygon造句挺難的
- The star antiprisms also generate regular skew polygons with different connection order of the top and bottom polygons.
- In 4 dimensions a regular skew polygon can have vertices on a Clifford torus and related by a Clifford displacement.
- In 4-dimensions a regular skew polygon can have vertices on a Clifford torus and related by a Clifford displacement.
- According to Coxeter, in 1926 John Flinders Petrie generalized the concept of regular skew polygons ( nonplanar polygons ) to " regular skew polyhedra " ( apeirohedra ).
- For example, the 5 Platonic solids have 4, 6, and 10-sided regular skew polygons, as seen in these orthogonal projections with red edges around the projective envelope.