Cochain π | CompOp | 203 mathmath: Ξ΄_units_smul, Cochain.rightShiftAddEquiv_symm_apply, Cochain.fromSingleMk_neg, Cocycle.precomp_coe, CochainComplex.mappingCocone.inr_v_snd_v_assoc, Cochain.Ξ΄_single, CochainComplex.Lifting.Ο_f_cochainβ_v_ΞΉ_f, Cocycle.coe_smul, CochainComplex.mappingCone.id, Cochain.InductionUp.limitSequence_eqUpTo, CochainComplex.mappingCone.inr_f_fst_v, Cochain.leftShift_smul, CochainComplex.mappingCocone.inr_v_snd_v, Cochain.fromSingleEquiv_fromSingleMk, CochainComplex.Lifting.comp_coe_cocyleβ'_v_eq_zero, Cocycle.coe_sub, Cocycle.toCochainAddMonoidHom_apply, Ξ΄_neg, CochainComplex.mappingCone.d_snd_v, Cochain.rightUnshift_neg, CochainComplex.mappingCone.inl_snd_assoc, Cochain.InductionUp.sequence_eqUpTo, Cocycle.postcomp_coe, Cocycle.coe_units_smul, Cochain.units_smul_comp, Cochain.shift_add, Cochain.toSingleMk_neg, CochainComplex.mappingCone.liftCochain_descCochain, Cochain.comp_neg, Cochain.map_zero, leftHomologyData'_i, CochainComplex.mappingCone.liftCocycle_coe, Cochain.leftShiftLinearEquiv_apply, Cochain.shift_neg, Cochain.toSingleMk_add, Cochain.neg_v, Cochain.sub_v, CochainComplex.mappingCone.lift_f_fst_v, CochainComplex.Lifting.exists_hom, Cochain.rightUnshift_units_smul, CochainComplex.mappingCone.id_X, Cochain.single_zero, CochainComplex.mappingCocone.inr_v_desc_f_assoc, Cochain.comp_add, Cochain.neg_comp, leftHomologyData_i_hom_apply, CochainComplex.mappingCone.d_snd_v'_assoc, Cochain.shift_zero, Cochain.leftShift_comp, Ξ΄_zero, Cochain.add_comp, Cochain.leftShift_rightShift_eq_negOnePow_rightShift_leftShift, CochainComplex.mappingCone.lift_f_fst_v_assoc, CochainComplex.mappingCocone.id_X, CochainComplex.mappingCocone.descCocycle_coe, Cochain.leftShift_rightShift, Cochain.ofHom_neg, Cochain.zero_v, Ξ΄_ofHom, CochainComplex.mappingCocone.inr_comp_descCochain, Cochain.map_add, Cocycle.cochain_ofHom_homOf_eq_coe, Cochain.fromSingleMk_add, Cochain.shift_smul, Cochain.leftShiftAddEquiv_apply, Cochain.ofHomotopy_refl, Cochain.rightShiftAddEquiv_apply, Cocycle.coe_neg, CochainComplex.mappingCone.inl_snd, Cochain.rightShift_leftShift, Cochain.ofHom_sub, Cochain.leftUnshift_smul, Cochain.shiftLinearMap_apply, CochainComplex.mappingCone.ofHom_lift, Cocycle.toSingleMk_coe, CochainComplex.mappingCocone.ofHom_desc, CochainComplex.mappingCone.ext_to_iff, Cochain.rightShift_zero, CochainComplex.mappingCone.lift_fst, CochainComplex.mappingCone.ext_cochain_to_iff, Ξ΄_smul, CochainComplex.mappingCone.liftCochain_v_fst_v, Cochain.fromSingleMk_zero, CochainComplex.mappingCone.decomp_from, Ξ΄_comp, Cochain.leftShift_zero, mem_coboundaries_iff, Cocycle.fromSingleMk_coe, CochainComplex.mappingCone.descCocycle_coe, Cochain.smul_comp, Cocycle.leftUnshift_coe, Cochain.equivHomotopy_apply_of_eq, CochainComplex.mappingCone.d_snd_v_assoc, Ξ΄_add, CochainComplex.mappingCone.d_snd_v', Cochain.rightShift_smul, CochainComplex.mappingCone.liftCochain_fst, Cochain.map_sub, Cocycle.homOf_f, CochainComplex.mappingCone.d_fst_v_assoc, CochainComplex.homOfDegreewiseSplit_f, Cocycle.Ξ΄_eq_zero, CochainComplex.mappingCone.Ξ΄_snd, CochainComplex.mappingCone.inl_v_fst_v, CochainComplex.Lifting.Ο_f_cochainβ_v_ΞΉ_f_assoc, Cochain.shift_units_smul, Ξ΄_hom_apply, Cochain.leftShiftLinearEquiv_symm_apply, CochainComplex.mappingCocone.inr_v_fst_f_assoc, Cochain.units_smul_v, Cochain.Ξ΄_toSingleMk, Cochain.leftUnshift_add, CochainComplex.mappingCone.inr_f_fst_v_assoc, CochainComplex.mappingCone.cocycleOfDegreewiseSplit_triangleRotateShortComplexSplitting_v, Cochain.rightShift_units_smul, Cochain.rightUnshift_smul, Cochain.smul_v, Cochain.Ξ΄_shift, Cochain.fromSingleMk_sub, Cochain.comp_units_smul, Cochain.Ξ΄_rightUnshift, Cochain.comp_sub, Ξ΄_Ξ΄, Cochain.leftUnshift_units_smul, CochainComplex.mappingCone.inl_fst, Cochain.rightShiftLinearEquiv_apply, Cocycle.shift_coe, CochainComplex.mappingCone.liftCochain_v_fst_v_assoc, CochainComplex.mappingCone.lift_desc_f, CochainComplex.mappingCone.Ξ΄_liftCochain, Cochain.Ξ΄_rightShift, CochainComplex.mappingCone.desc_f, CochainComplex.mappingCone.d_fst_v'_assoc, CochainComplex.mappingCocone.inr_v_fst_f, Cochain.rightUnshift_add, Cochain.toSingleMk_zero, Cochain.shiftAddHom_apply, Cochain.Ξ΄_leftUnshift, CochainComplex.mappingCone.d_fst_v', Cochain.leftShift_add, CochainComplex.mappingCocone.Ξ΄_descCochain, CochainComplex.HomComplex_X, CochainComplex.mappingCone.inl_fst_assoc, Cocycle.ext_iff, Cocycle.ofHom_coe, Ξ΄_shape, CochainComplex.mappingCone.mapHomologicalComplexXIso'_hom, Cochain.leftShift_units_smul, Cochain.equivHomotopy_apply_coe, Ξ΄_comp_zero_cocycle, Cocycle.coe_zero, Cochain.ofHom_add, Cochain.zero_comp, Cochain.ofHom_zero, CochainComplex.mappingCone.Ξ΄_descCochain, Cochain.comp_zero, Cochain.leftShiftAddEquiv_symm_apply, Cochain.rightShift_neg, Ξ΄_comp_zero_cochain, Cochain.comp_smul, CochainComplex.isKInjective_of_injective_aux, CochainComplex.mappingCocone.inr_v_descCochain_v_assoc, Cochain.equivHomotopy_symm_apply_hom, CochainComplex.mappingCocone.Ξ΄_liftCochain, Ξ΄_sub, CochainComplex.Lifting.coe_cocycleβ'_v_comp_eq_zero, Cochain.rightShiftLinearEquiv_symm_apply, Cochain.rightUnshift_zero, Cocycle.leftShift_coe, Cocycle.coe_add, Cochain.sub_comp, CochainComplex.Lifting.comp_coe_cocyleβ'_v_eq_zero_assoc, Cochain.rightShift_add, Cocycle.diff_coe, Cochain.toSingleEquiv_toSingleMk, Cochain.ofHoms_zero, CochainComplex.Lifting.comp_coe_cocycleβ_comp, CochainComplex.Lifting.coe_cocycleβ'_v_comp_eq_zero_assoc, Cocycle.rightUnshift_coe, CochainComplex.mappingCone.lift_f, Cochain.Ξ΄_leftShift, Cochain.add_v, CochainComplex.mappingCone.inl_v_fst_v_assoc, Ξ΄_zero_cochain_comp, CochainComplex.mappingCocone.inr_v_descCochain_v, Cochain.leftShift_neg, Cochain.toSingleMk_sub, CochainComplex.mappingCocone.liftCocycle_coe, Cocycle.mk_coe, Cochain.leftUnshift_neg, CochainComplex.mappingCone.inr_fst, CochainComplex.mappingCone.mapHomologicalComplexXIso'_inv, Ξ΄_ofHomotopy, Cocycle.mem_iff, Cocycle.rightShift_coe, CochainComplex.mappingCone.d_fst_v, Cochain.leftUnshift_zero, Cochain.map_neg, CochainComplex.HomComplex_d_hom_apply, CochainComplex.mappingCone.inr_fst_assoc, CochainComplex.mappingCocone.inr_v_desc_f, Ξ΄_zero_cocycle_comp, Cochain.ofHomotopy_ofEq
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