Alternative names (9)
dual • dualConcept • dualSpace • dualTo • has dual • hasDualNumber • hasDuality • isDualOf • supportsDualDisplayRandom triples
| Subject | Object |
|---|---|
| gptkb:L2_spaces | itself (self-dual) |
| gptkb:Hardy_space_H^1 | gptkb:BMO_(bounded_mean_oscillation) |
| gptkb:Lattice_(order) | gptkb:Dual_lattice |
| gptkb:Terminal_object | Initial object |
| gptkb:triakis_octahedron | gptkb:truncated_cube |
| gptkb:NVIDIA_GeForce4_MX | Yes |
| gptkb:trapezoidal_hexecontahedron | gptkb:snub_dodecahedron |
| gptkb:L^2-space | itself (self-dual) |
| gptkb:Lebesgue_space_L2 | itself (self-dual) |
| gptkb:Left_adjoint | Right adjoint |
| gptkb:Voronoi_polytopes | gptkb:Delaunay_polytopes |
| gptkb:NS5-brane | gptkb:fundamental_string |
| gptkb:heptacross | gptkb:7-cube |
| gptkb:Slovène | yes |
| gptkb:antiprisms | trapezohedron |
| gptkb:Lattices | gptkb:dual_lattice |
| gptkb:4D_polytopes | dual 4-polytope |
| gptkb:l^p_space_for_p_≥_1 | l^q space for 1/p + 1/q = 1, p > 1 |
| gptkb:affine_Lie_algebras | gptkb:Langlands_dual_affine_Lie_algebra |
| gptkb:A_n^*_lattice | A_n lattice |