| Name | Category | Theorems |
alternatingMapLinearEquiv 📖 | CompOp | 6 mathmath: alternatingMapLinearEquiv_ιMulti, alternatingMapLinearEquiv_symm_map, alternatingMapLinearEquiv_apply_ιMulti, alternatingMapLinearEquiv_comp_ιMulti, alternatingMapLinearEquiv_comp, alternatingMapLinearEquiv_symm_apply
|
map 📖 | CompOp | 13 mathmath: alternatingMapLinearEquiv_symm_map, map_apply_ιMulti_family, zeroEquiv_naturality, oneEquiv_naturality, map_comp_ιMulti, map_injective_field, map_injective, map_comp_ιMulti_family, map_id, map_apply_ιMulti, map_comp, map_surjective, ιMulti_family_span
|
oneEquiv 📖 | CompOp | 3 mathmath: oneEquiv_naturality, oneEquiv_symm_apply, oneEquiv_ιMulti
|
presentation 📖 | CompOp | 4 mathmath: presentation_relation, presentation_R, presentation_var, presentation_G
|
zeroEquiv 📖 | CompOp | 3 mathmath: zeroEquiv_naturality, zeroEquiv_ιMulti, zeroEquiv_symm_apply
|
ιMulti 📖 | CompOp | 22 mathmath: linearMap_ext_iff, alternatingMapLinearEquiv_ιMulti, ιMulti_span_of_span, alternatingMapLinearEquiv_symm_map, ιMulti_apply_coe, alternatingMapLinearEquiv_apply_ιMulti, ιMultiDual_apply_ιMulti, pairingDual_ιMulti_ιMulti, alternatingMapLinearEquiv_comp_ιMulti, oneEquiv_symm_apply, map_comp_ιMulti, pairingDual_apply_apply_eq_one, alternatingMapToDual_apply_ιMulti, zeroEquiv_ιMulti, pairingDual_apply_apply_eq_one_zero, alternatingMapLinearEquiv_symm_apply, map_apply_ιMulti, presentation_var, oneEquiv_ιMulti, ιMulti_span, toTensorPower_apply_ιMulti, zeroEquiv_symm_apply
|
ιMulti_family 📖 | CompOp | 15 mathmath: basis_apply, coe_basis, ιMulti_family_linearIndependent_field, basis_repr_ne, ιMultiDual_apply_diag, map_apply_ιMulti_family, ιMulti_family_eq_coe_comp, ιMulti_family_span_of_span, map_comp_ιMulti_family, basis_repr, ιMultiDual_apply_nondiag, ιMulti_family_linearIndependent_ofBasis, ιMulti_family_span, ιMulti_family_apply_coe, basis_repr_self
|