Alternative names (3)
fundamental group • has fundamental group • hasFundamentalGroupRandom triples
| Subject | Object |
|---|---|
| gptkb:Flat_torus | Z x Z |
| gptkb:SL(3,_R) | Z |
| gptkb:SU(9) | Z/9Z |
| gptkb:SU(N) | trivial |
| gptkb:E_8_(Lie_algebra) | trivial |
| gptkb:8-sphere | trivial |
| gptkb:Sp(n) | trivial |
| gptkb:Special_Orthogonal_Group_in_3_dimensions | gptkb:Z/2Z |
| gptkb:SL_2(R)_(in_analytic_topology) | Z |
| gptkb:SL_2(R) | Z |
| gptkb:Circle_group | Z (integers) |
| gptkb:SU(2)_×_SU(2) | gptkb:Z_2_×_Z_2 |
| gptkb:SU(n+1)_Lie_group | Z_{n+1} |
| gptkb:rotation_group_of_the_sphere | gptkb:Z/2Z |
| gptkb:PSL(2,R) | Z |
| gptkb:Spin(9) | trivial |
| gptkb:7-sphere_(S^7) | trivial |
| gptkb:E6_Lie_group | cyclic group of order 3 |
| gptkb:compact_hyperbolic_surfaces | gptkb:modular_group |
| gptkb:Poincaré_homology_sphere | gptkb:binary_icosahedral_group |