| Name | Category | Theorems |
cWeight π | CompOp | 8 mathmath: AddChar.wInner_cWeight_self, wInner_cWeight_eq_expect, AddChar.wInner_cWeight_eq_zero_iff_ne, AddChar.wInner_cWeight_eq_one_iff_eq, wInner_cWeight_const_left, wInner_cWeight_const_right, AddChar.wInner_cWeight_eq_boole, wInner_cWeight_eq_smul_wInner_one
|
wInner π | CompOp | 31 mathmath: AddChar.wInner_cWeight_self, wInner_sub_right, wInner_of_isEmpty, wInner_cWeight_eq_expect, AddChar.wInner_cWeight_eq_zero_iff_ne, wInner_neg_right, mul_wInner_left, abs_wInner_le, wInner_zero_right, wInner_sub_left, wInner_one_eq_inner, wInner_smul_right, AddChar.wInner_cWeight_eq_one_iff_eq, wInner_const_left, wInner_cWeight_const_left, wInner_smul_left, norm_wInner_le, wInner_const_right, conj_wInner_symm, wInner_one_const_right, wInner_zero_left, wInner_neg_left, wInner_one_const_left, wInner_add_left, wInner_one_eq_sum, wInner_cWeight_const_right, AddChar.wInner_cWeight_eq_boole, wInner_nonneg, wInner_add_right, wInner_cWeight_eq_smul_wInner_one, inner_eq_wInner_one
|
Β«termβͺ_,_β«_[_,_]Β» π | CompOp | β |
Β«termβͺ_,_β«_[_]Β» π | CompOp | β |
Β«termβͺ_,_β«β_[_]Β» π | CompOp | β |