Alternative names (7)
has invariant • invariant • invariant under • invariantOf • invariantUnder • isInvariantOf • isInvariantUnderRandom triples
Subject | Object |
---|---|
gptkb:Knot_concordance_group | gptkb:Arf_invariant |
gptkb:Algebraic_Number_Fields | gptkb:Weyl_group |
gptkb:Link_(mathematics) | gptkb:HOMFLY_polynomial |
gptkb:supersymmetric_Yang-Mills_Lagrangian | supersymmetry transformations |
gptkb:rotation_group | gptkb:region |
gptkb:Néron–Severi_group | gptkb:algebraic_geometry |
gptkb:Étale_cohomology | étale cohomology group |
gptkb:Lie_group | gptkb:Killing_form |
gptkb:Fano_threefold | discriminant |
gptkb:Von_Neumann_Algebra | gptkb:Modular_theory |
gptkb:elliptic_curve | gptkb:Mordell-Weil_group |
gptkb:Algebraic_Number_Fields | Unit group |
gptkb:automorphic_functions | discrete group of Möbius transformations |
gptkb:Laplace_equation | rotation |
gptkb:Elliptic_Curves | Endomorphism Ring |
gptkb:Vector_bundles_(in_algebraic_geometry) | gptkb:Chern_class |
gptkb:Novikov's_theorem | rational Pontryagin classes |
gptkb:Nilpotent_group | Nilpotency class |
gptkb:elliptic_surfaces | gptkb:Picard_number |
gptkb:supersymmetric_Yang-Mills_Lagrangian | gauge transformations |