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2 Z
Z + Z_5
2 Z
True
2 Z
Z + Z_5
2 Z
True
2 Z
To be changed:
Size: 4
Homology: 2 Z
Was changed:
Size: 4
Homology: Z + Z_5
Z + Z_5
To be changed:
Size: 4
Homology: Z + Z_5
Was changed:
Size: 4
Homology: 2 Z
2 Z
To be changed:
Size: 5
Homology: 2 Z
Was changed:
Null
True
Ideal orientable 3-D triangulation, f = ( 2 4 8 4 ), cusps: [ vertex 1: (-3, 7), vertex 0 ]
Size of the skeleton:
Tetrahedra: 4
Triangles: 8
Edges: 4
Vertices: 2
Tetrahedron gluing:
Tet | gluing: (012) (013) (023) (123)
-----+---------------------------------------------------------
0 | 1 (320) 3 (230) 3 (231) 1 (120)
1 | 0 (312) 2 (213) 0 (210) 2 (023)
2 | 3 (130) 3 (012) 1 (123) 1 (103)
3 | 2 (013) 2 (201) 0 (301) 0 (302)
Vertices:
Tet | vertex: 0 1 2 3
-----+--------------------------
0 | 0 1 1 1
1 | 1 1 1 0
2 | 1 1 1 0
3 | 1 1 0 1
Edges:
Tet | edge: 01 02 03 12 13 23
-----+--------------------------------
0 | 0 0 1 2 3 2
1 | 3 2 0 2 1 0
2 | 2 2 1 3 1 0
3 | 2 1 3 1 2 0
Triangles:
Tet | face: 012 013 023 123
-----+------------------------
0 | 0 1 2 3
1 | 3 4 0 5
2 | 6 7 5 4
3 | 7 6 1 2
Tetrahedron shapes:
0: ( 0.960267, 1.2835 )
1: ( -0.0397327, 1.2835 )
2: ( 0.381077, 0.47042 )
3: ( 0.626279, 0.499517 )
Cusps:
0: Vertex 1, filled (-3, 7)
1: Vertex 0, complete
Ideal orientable 3-D triangulation, f = ( 2 4 8 4 )
Ideal orientable 3-D triangulation, f = ( 2 4 8 4 )
Ideal orientable 3-D triangulation, f = ( 2 4 8 4 ), cusps: [ vertex 0, vertex 1 ]
Ideal orientable 3-D triangulation, f = ( 2 4 8 4 ), cusps: [ vertex 0, vertex 1 ]
Closed orientable 3-D triangulation, f = ( 1 6 10 5 )
Closed orientable 3-D triangulation, f = ( 1 6 10 5 )
Ideal orientable 3-D triangulation, f = ( 1 2 4 2 ), cusps: [ vertex 0: (1, 0) ]
Ideal orientable 3-D triangulation, f = ( 1 2 4 2 ), cusps: [ vertex 0: (1, 0) ]
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