goursat tetrahedronの例文

例文

1. The extended symmetry of each Goursat tetrahedron is also given below.
2. An extended symmetry of the Goursat tetrahedron is a semidirect product of the Coxeter group symmetry and the fundamental domain symmetry ( the Goursat tetrahedron in these cases ).
3. An extended symmetry of the Goursat tetrahedron is a semidirect product of the Coxeter group symmetry and the fundamental domain symmetry ( the Goursat tetrahedron in these cases ).
4. Coxeter notation supports this symmetry as double-brackets like [ Y [ X ] ] means full Coxeter group symmetry [ X ], with "'Y "'as a symmetry of the Goursat tetrahedron.