Alternative names (7)
has invariant • invariant • invariant under • invariantOf • invariantUnder • isInvariantOf • isInvariantUnderRandom triples
| Subject | Object |
|---|---|
| gptkb:Rest_Energy | gptkb:Lorentz_Transformation |
| gptkb:U(N)_gauge_symmetry | local U(N) transformations |
| gptkb:Lie_groups | gptkb:Haar_measure |
| gptkb:trivial_knot | Alexander polynomial is 1 |
| gptkb:Knot_cobordism_group | signature |
| gptkb:topological_Hochschild_homology | gptkb:cyclotomic_trace |
| gptkb:modular_j-invariant | gptkb:modular_group_SL(2,_Z) |
| gptkb:Elliptic_Curves | gptkb:j-invariant |
| gptkb:Lie_groups | adjoint representation |
| gptkb:Whitehead_torsion | gptkb:CW-complex |
| gptkb:trivial_knot | knot group is the infinite cyclic group |
| gptkb:Lie_groups | gptkb:symmetric_space |
| gptkb:Von_Neumann_Algebras | Center |
| gptkb:Lie_groups | gptkb:weight_lattice |
| gptkb:Gaussian_Unitary_Ensemble | unitary transformations |
| gptkb:Lie_groups | representation ring |
| gptkb:Brieskorn_sphere | homology group same as S^3 |
| gptkb:Von_Neumann_Algebra | Dimension function |
| gptkb:Frobenius_norm | orthogonal transformations |
| gptkb:homotopy_spheres | homeomorphism type |