Alternative names (7)
has invariant • invariant • invariant under • invariantOf • invariantUnder • isInvariantOf • isInvariantUnderRandom triples
| Subject | Object |
|---|---|
| gptkb:Elliptic_Curves | gptkb:j-invariant |
| gptkb:Modular_discriminant | gptkb:SL(2,ℤ) |
| gptkb:Laplace_Equation | Scaling |
| gptkb:Lie_algebra_cohomology | gptkb:Chevalley–Eilenberg_complex |
| gptkb:Lie_groups | gptkb:Bruhat_decomposition |
| gptkb:hyperbolic_groups | gptkb:Gromov_boundary |
| gptkb:Geometric_genus | birational equivalence |
| gptkb:Galois_cohomology | cohomology group H^n(G, M) |
| gptkb:Lorentz_symmetry | gptkb:Lorentz_transformation |
| gptkb:Chern-Simons_action | gauge transformations |
| gptkb:Stiefel–Whitney_number | homeomorphism |
| gptkb:trivial_knot | Alexander polynomial is 1 |
| gptkb:Minkowski_metric | gptkb:Lorentz_group |
| gptkb:Ramond-Ramond_5-form_field | gptkb:S-duality |
| gptkb:SU(3)_gauge_symmetry | local transformations |
| gptkb:Motivic_K-theory | gptkb:motivic_cohomology_groups |
| gptkb:Algebraic_Surfaces | gptkb:Geometric_genus |
| gptkb:L^2-norm | orthogonal transformations |
| gptkb:Frobenius_norm | orthogonal transformations |
| gptkb:modular_function_j(z) | gptkb:modular_group_SL(2,Z) |