Alternative names (9)
dual • dualConcept • dualSpace • dualTo • has dual • hasDualNumber • hasDuality • isDualOf • supportsDualDisplayRandom triples
| Subject | Object |
|---|---|
| gptkb:N=2_supersymmetric_Yang-Mills_theory | gptkb:S-duality |
| gptkb:affine_Lie_algebras | gptkb:Langlands_dual_affine_Lie_algebra |
| gptkb:antiprisms | trapezohedron |
| gptkb:tesseract_(4-cube) | gptkb:16-cell |
| gptkb:L^1_space | gptkb:L^∞_space |
| gptkb:triakis_icosahedron | gptkb:truncated_dodecahedron |
| gptkb:Lifesize_Icon_600 | true |
| gptkb:Regular_polytope | gptkb:Regular_polytope |
| gptkb:Hardy_space_H^2_of_the_unit_disk | itself (self-dual) |
| gptkb:zonohedron | polyhedron with faces that are centrally symmetric polygons |
| gptkb:Convex_polytope | gptkb:dual_polytope |
| gptkb:Regular_n-polytope | gptkb:Regular_n-polytope |
| gptkb:snub_cuboctahedron | snub cuboctahedral dual |
| gptkb:NS5-brane | gptkb:fundamental_string |
| gptkb:Uniform_polyhedron | Uniform dual polyhedron |
| gptkb:Left_adjoint | Right adjoint |
| gptkb:L^p_space | L^q space (where 1/p + 1/q = 1, 1 < p < ∞) |
| gptkb:Wyse_5070 | yes |
| gptkb:topological_K-homology | topological K-theory |
| gptkb:trapezoidal_hexecontahedron | gptkb:snub_dodecahedron |