Unitization 📖 | CompOp | 159 mathmath: CStarAlgebra.preimage_inr_Icc_zero_one, Unitization.inr_neg, Unitization.isometry_inr, Unitization.inrNonUnitalAlgHom_toFun, CStarAlgebra.inr_mem_Icc_iff_norm_le, quasispectrumRestricts_iff_spectrumRestricts_inr', Unitization.real_cfcₙ_eq_cfc_inr, isClosedEmbedding_cfcₙAux, Unitization.splitMul_apply, Unitization.inr_sub, Unitization.algHom_ext'_iff, WithLp.instCompleteSpace, Unitization.starAlgHom_ext_iff, Unitization.inl_mul_inr, NonUnitalStarSubalgebra.unitizationStarAlgEquiv_apply_coe, Unitization.inl_injective, Unitization.isIdempotentElem_inr_iff, Unitization.isQuasiregular_inr_iff, Unitization.starLift_symm_apply_apply, Unitization.starLift_apply_apply, Unitization.inl_one, Unitization.instSMulCommClass, Unitization.fst_zero, Unitization.inr_star, Unitization.inr_le_iff, Unitization.nnnorm_def, Unitization.dist_inr, Unitization.instStarOrderedRing, WithLp.unitization_algebraMap, Unitization.inl_mul, NonUnitalSubalgebra.unitization_injective, Unitization.lift_symm_apply_apply, Unitization.snd_mul, NonUnitalStarSubalgebra.unitization_range, NonUnitalSubalgebra.unitization_range, Unitization.quasispectrum_inr_eq, Unitization.fst_mul, NonUnitalSubsemiring.unitization_apply, NonUnitalSubring.unitization_apply, Unitization.cobounded_eq_aux, Unitization.inl_zero, Unitization.zero_mem_spectrum_inr, Unitization.splitMul_injective_of_clm_mul_injective, cfcₙAux_id, Unitization.starMap_injective, IsSelfAdjoint.inr, NonUnitalAlgHom.toAlgHom_zero, Unitization.starMap_id, Unitization.inr_mul, Unitization.instCanLift, Unitization.starLift_range, Unitization.inl_star, Unitization.inr_smul, Unitization.inrNonUnitalStarAlgHom_apply, Unitization.starMap_inl, Unitization.inl_mul_inl, Unitization.starMap_inr, Unitization.fst_add, Unitization.algebraMap_eq_inl, Unitization.sndHom_apply, Unitization.val_unitsFstOne_mulEquiv_quasiregular_symm_apply_coe, Unitization.isSelfAdjoint_inr, Unitization.val_inv_unitsFstOne_mulEquiv_quasiregular_symm_apply_coe, NonUnitalStarSubalgebra.unitization_injective, NonUnitalStarSubalgebra.unitization_apply, Unitization.starMap_surjective, Unitization.inr_injective, Unitization.norm_eq_sup, inr_comp_cfcₙHom_eq_cfcₙAux, NonUnitalSubalgebra.unitizationAlgEquiv_apply_coe, Unitization.inrHom_apply, Unitization.val_inv_unitsFstOne_mulEquiv_quasiregular_apply, Unitization.mem_spectrum_inr_of_not_isUnit, Unitization.lift_range, Unitization.algebraMap_eq_inlRingHom_comp, WithLp.unitization_nnnorm_inr, NonUnitalSubalgebra.unitization_apply, Unitization.lift_symm_apply, WithLp.unitization_norm_def, Unitization.inr_add, Unitization.norm_def, Unitization.fst_one, Unitization.instNontrivialRight, WithLp.unitizationAlgEquiv_symm_apply_ofLp, Unitization.inr_mul_inl, spec_cfcₙAux, Unitization.instNontrivialLeft, Unitization.nnreal_cfcₙ_eq_cfc_inr, Unitization.IsIdempotentElem.inr, Unitization.starLift_apply, Unitization.starMap_comp, Unitization.instIsCentralScalar, quasispectrumRestricts_iff_spectrumRestricts_inr, Unitization.instCStarRing, Unitization.fstHom_apply, Unitization.starMap_apply, Unitization.instIsStarNormal, Unitization.inr_zero, NonUnitalSubring.unitization_range, Unitization.snd_one, Unitization.isUniformEmbedding_addEquiv, cfcₙAux_mem_range_inr, NonUnitalAlgHom.toAlgHom_apply, Unitization.nnnorm_eq_sup, Unitization.snd_zero, Unitization.instNormOneClass, Unitization.snd_star, Unitization.quasispectrum_eq_spectrum_inr', Unitization.inrRangeEquiv_apply_coe, Unitization.instStarModule, NonUnitalSubsemiring.unitization_range, Unitization.complex_cfcₙ_eq_cfc_inr, Unitization.inrNonUnitalAlgHom_apply, Unitization.lift_range_le, Unitization.nndist_inr, isQuasiregular_iff_isUnit', Unitization.snd_add, Unitization.norm_splitMul_snd_sq, Unitization.instIsScalarTower, Unitization.antilipschitzWith_addEquiv, Unitization.splitMul_injective, CStarAlgebra.inr_mem_Icc_iff_nnnorm_le, Unitization.snd_neg, Unitization.starLift_range_le, Unitization.inl_neg, WithLp.unitization_mul, Unitization.lift_apply_apply, Unitization.fst_smul, Unitization.uniformity_eq_aux, Unitization.inl_add, Unitization.starLift_symm_apply, Unitization.instCompleteSpace, Unitization.lipschitzWith_addEquiv, Unitization.inl_sub, WithLp.unitizationAlgEquiv_apply, Unitization.algebraMap_eq_inlRingHom, Unitization.val_unitsFstOne_mulEquiv_quasiregular_apply, Unitization.inl_smul, Unitization.quasispectrum_eq_spectrum_inr, Unitization.unitsFstOne_val_val_fst, WithLp.unitization_norm_inr, Unitization.lift_apply, WithLp.unitization_nnnorm_def, Unitization.inrRangeEquiv_symm_apply, Unitization.fst_star, Unitization.inl_fst_add_inr_snd_eq, WithLp.unitization_isometry_inr, Unitization.inlRingHom_apply, Unitization.mem_unitsFstOne, Unitization.fst_neg, Unitization.norm_inr, Unitization.inr_nonneg_iff, Unitization.continuous_inr, Unitization.unitsFstOne_val_inv_val_fst, Unitization.isStarNormal_inr, Unitization.algebraMap_eq_inl_comp, Unitization.nnnorm_inr, Unitization.cfcₙ_eq_cfc_inr, Unitization.snd_smul
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