Alternative names (7)
has invariant • invariant • invariant under • invariantOf • invariantUnder • isInvariantOf • isInvariantUnderRandom triples
| Subject | Object |
|---|---|
| gptkb:Von_Neumann_Algebras | Dimension function |
| gptkb:fundamental_group | gptkb:topology |
| gptkb:Lie_groups | irreducible representation |
| gptkb:cyclic_homology | cyclic homology groups |
| gptkb:three-dimensional_conformal_field_theory | conformal transformations |
| gptkb:Laplace_Equation | Rotation |
| gptkb:Lie_groups | flag manifold |
| gptkb:homotopy_spheres | diffeomorphism type |
| gptkb:Modular_forms | Modular transformations |
| gptkb:Lie_groups | polar decomposition |
| gptkb:Hellinger_distance | relabeling of outcomes |
| gptkb:Lie_groups | orbit method |
| gptkb:Algebraic_Curves | gptkb:Arithmetic_genus |
| gptkb:supersymmetric_Lagrangian | supersymmetry transformations |
| gptkb:Fubini–Study_metric_(in_complex_case) | gptkb:orthogonal_group |
| gptkb:Knot_cobordism_group | gptkb:Alexander_polynomial |
| gptkb:Möbius_Transformation | gptkb:Cross-ratio |
| gptkb:orbifolds | orbifold fundamental group |
| gptkb:Lorentz_symmetry | gptkb:Lorentz_transformation |
| gptkb:QCD_Lagrangian | gptkb:SU(3)_gauge_symmetry |