| Name | Category | Theorems |
coinvariantsAdjunction π | CompOp | 4 mathmath: coinvariantsAdjunction_counit_app, coinvariantsAdjunction_homEquiv_symm_apply_hom, coinvariantsAdjunction_unit_app_hom, coinvariantsAdjunction_homEquiv_apply_hom
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coinvariantsFunctor π | CompOp | 36 mathmath: groupHomology.coinvariantsMk_comp_H0Iso_inv_apply, coinvariantsAdjunction_counit_app, groupHomology.Ο_comp_H0Iso_hom_assoc, coinvariantsAdjunction_homEquiv_symm_apply_hom, groupHomology.dββ_comp_coinvariantsMk_apply, groupHomology.coinvariantsMk_comp_opcyclesIsoβ_inv_assoc, coinvariantsFunctor_obj_carrier, groupHomology.coinvariantsMk_comp_H0Iso_inv, groupHomology.pOpcycles_comp_opcyclesIso_hom_apply, coinvariantsFunctor_hom_ext_iff, instLinearModuleCatCoinvariantsFunctor, groupHomology.Ο_comp_H0Iso_hom_apply, instEpiModuleCatAppActionCoinvariantsMk, groupHomology.dββ_comp_coinvariantsMk, quotientToCoinvariantsFunctor_map_hom, instIsLeftAdjointModuleCatCoinvariantsFunctor, groupHomology.map_id_comp_H0Iso_hom_assoc, groupHomology.coinvariantsMk_comp_opcyclesIsoβ_inv_apply, coinvariantsMk_app_hom, groupHomology.pOpcycles_comp_opcyclesIso_hom, groupHomology.coinvariantsMk_comp_opcyclesIsoβ_inv, groupHomology.pOpcycles_comp_opcyclesIso_hom_assoc, groupHomology.map_id_comp_H0Iso_hom_apply, groupHomology.Ο_comp_H0Iso_hom, groupHomology.H0Ο_comp_H0Iso_hom, groupHomology.map_id_comp_H0Iso_hom, groupHomology.shortComplexH0_g, coinvariantsAdjunction_unit_app_hom, groupHomology.dββ_comp_coinvariantsMk_assoc, groupHomology.H0Ο_comp_H0Iso_hom_assoc, coinvariantsAdjunction_homEquiv_apply_hom, instPreservesZeroMorphismsModuleCatCoinvariantsFunctor, coinvariantsFunctor_map_hom, groupHomology.H0Ο_comp_H0Iso_hom_apply, groupHomology.coinvariantsMk_comp_H0Iso_inv_assoc, instAdditiveModuleCatCoinvariantsFunctor
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coinvariantsMk π | CompOp | 18 mathmath: groupHomology.Ο_comp_H0Iso_hom_assoc, groupHomology.coinvariantsMk_comp_opcyclesIsoβ_inv_assoc, groupHomology.coinvariantsMk_comp_H0Iso_inv, coinvariantsFunctor_hom_ext_iff, instEpiModuleCatAppActionCoinvariantsMk, groupHomology.dββ_comp_coinvariantsMk, coinvariantsMk_app_hom, groupHomology.pOpcycles_comp_opcyclesIso_hom, groupHomology.coinvariantsMk_comp_opcyclesIsoβ_inv, groupHomology.pOpcycles_comp_opcyclesIso_hom_assoc, groupHomology.Ο_comp_H0Iso_hom, groupHomology.H0Ο_comp_H0Iso_hom, groupHomology.shortComplexH0_g, coinvariantsAdjunction_unit_app_hom, groupHomology.dββ_comp_coinvariantsMk_assoc, groupHomology.H0Ο_comp_H0Iso_hom_assoc, coinvariantsAdjunction_homEquiv_apply_hom, groupHomology.coinvariantsMk_comp_H0Iso_inv_assoc
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coinvariantsShortComplex π | CompOp | 7 mathmath: groupHomology.comap_coinvariantsKer_pOpcycles_range_subtype_pOpcycles_eq_top, coinvariantsShortComplex_g, coinvariantsShortComplex_f, coinvariantsShortComplex_Xβ, coinvariantsShortComplex_Xβ, coinvariantsShortComplex_Xβ, coinvariantsShortComplex_shortExact
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coinvariantsTensor π | CompOp | 12 mathmath: instLinearModuleCatObjFunctorCoinvariantsTensor, coinvariantsTensorIndIso_inv, coinvariantsTensorIndIso_hom, coinvariantsTensorIndNatIso_inv_app, instAdditiveModuleCatObjFunctorCoinvariantsTensor, Tor_map, coinvariantsTensorIndNatIso_hom_app, coinvariantsTensor_hom_ext_iff, coinvariantsTensorMk_apply, coinvariantsTensorIndHom_mk_tmul_indVMk, coinvariantsTensorIndInv_mk_tmul_indMk, Tor_obj
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coinvariantsTensorFreeLEquiv π | CompOp | 2 mathmath: coinvariantsTensorFreeLEquiv_symm_apply, groupHomology.inhomogeneousChains.d_eq
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coinvariantsTensorFreeToFinsupp π | CompOp | 2 mathmath: coinvariantsTensorFreeLEquiv_apply, coinvariantsTensorFreeToFinsupp_mk_tmul_single
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coinvariantsTensorMk π | CompOp | 4 mathmath: coinvariantsTensor_hom_ext_iff, coinvariantsTensorMk_apply, coinvariantsTensorIndHom_mk_tmul_indVMk, coinvariantsTensorIndInv_mk_tmul_indMk
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desc π | CompOp | 2 mathmath: coinvariantsAdjunction_counit_app, coinvariantsAdjunction_homEquiv_symm_apply_hom
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finsuppToCoinvariantsTensorFree π | CompOp | 2 mathmath: finsuppToCoinvariantsTensorFree_single, coinvariantsTensorFreeLEquiv_symm_apply
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quotientToCoinvariants π | CompOp | 3 mathmath: groupHomology.H1CoresCoinf_Xβ, groupHomology.H1CoresCoinf_g, quotientToCoinvariantsFunctor_map_hom
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quotientToCoinvariantsFunctor π | CompOp | 3 mathmath: groupHomology.coinfNatTrans_app, quotientToCoinvariantsFunctor_map_hom, quotientToCoinvariantsFunctor_obj_V
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toCoinvariants π | CompOp | 3 mathmath: toCoinvariantsMkQ_hom, coinvariantsShortComplex_Xβ, quotientToCoinvariantsFunctor_obj_V
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toCoinvariantsKer π | CompOp | 1 mathmath: coinvariantsShortComplex_Xβ
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toCoinvariantsMkQ π | CompOp | 3 mathmath: groupHomology.H1CoresCoinf_g, coinvariantsShortComplex_g, toCoinvariantsMkQ_hom
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