| Name | Category | Theorems |
form π | CompOp | 10 mathmath: algebraMap_rootLength, zero_lt_posForm_iff, exists_eq, isOrthogonal_reflection, symm, two_mul_apply_root_root, toInvariantForm_form, exists_pos_eq, algebraMap_apply_eq_form_iff, algebraMap_posForm
|
posForm π | CompOp | 14 mathmath: RootPairing.posRootForm_posForm_apply_apply, zero_lt_posForm_apply_root, zero_lt_posForm_iff, posForm_apply_root_root_le_zero_iff, RootPairing.posRootForm_eq, RootPairing.posRootForm_posForm_pos_of_ne_zero, RootPairing.zero_le_posForm, RootPairing.algebraMap_posRootForm_posForm, isSymm_posForm, RootPairing.posRootForm_posForm_nondegenerate, algebraMap_apply_eq_form_iff, zero_lt_apply_root_root_iff, RootPairing.posRootForm_posForm_anisotropic, algebraMap_posForm
|
rootLength π | CompOp | 6 mathmath: algebraMap_rootLength, pairingIn_mul_eq_pairingIn_mul_swap, rootLength_pos, rootLength_reflectionPerm_self, rootLength_le_of_pairingIn_eq, rootLength_lt_of_pairingIn_notMem
|
toInvariantForm π | CompOp | 1 mathmath: toInvariantForm_form
|