Theoremsconjugate_le_conjugate, conjugate_nonneg, mono, mul_self_nonneg, of_nonneg, sq_nonneg, le_of_mul_eq_left, le_of_mul_eq_right, le_one, mem_Icc, nonneg, one_sub_nonneg, star_left_conjugate_nonneg_iff, star_right_conjugate_nonneg_iff, isSelfAdjoint, star_eq, instStarOrderedRing, instStarOrderedRing, map_le_map_of_map_star, smul_lt_smul_of_pos, le_iff, lt_iff, nonneg_iff, of_le_iff, of_nonneg_iff, of_nonneg_iff', pos_iff, toExistsAddOfLE, toIsOrderedAddMonoid, instOrderIsoClass, instOrderHomClass, conjugate_le_conjugate, conjugate_le_conjugate', conjugate_le_conjugate_of_nonneg, conjugate_lt_conjugate, conjugate_lt_conjugate', conjugate_nonneg, conjugate_nonneg', conjugate_nonneg_of_nonneg, conjugate_pos, conjugate_pos', instIsOrderedModule, instIsStrictOrderedModuleOfIsCancelAdd, instPosSMulStrictMono, instZeroLEOneClass, mul_star_self_nonneg, mul_star_self_pos, one_le_star_iff, one_lt_star_iff, smul_mem_closure_star_mul, star_le_iff, star_le_one_iff, star_le_star_iff, star_left_conjugate_le_conjugate, star_left_conjugate_lt_conjugate, star_left_conjugate_nonneg, star_left_conjugate_pos, star_lt_iff, star_lt_one_iff, star_lt_star_iff, star_mul_self_nonneg, star_mul_self_pos, star_neg_iff, star_nonneg_iff, star_nonpos_iff, star_pos_iff, star_right_conjugate_le_conjugate, star_right_conjugate_lt_conjugate, star_right_conjugate_nonneg, star_right_conjugate_pos | 70 |