| Name | Category | Theorems |
curryLinearEquiv π | CompOp | 8 mathmath: curryLinearEquiv_symm_apply_apply, linearCombination_smul, Rep.leftRegularTensorTrivialIsoFree_inv_hom, curryLinearEquiv_apply, Rep.freeLift_hom, finsuppProdLEquiv_symm_apply_apply, Rep.leftRegularTensorTrivialIsoFree_hom_hom, curryLinearEquiv_symm_apply
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finsuppProdLEquiv π | CompOp | β |
lapply π | CompOp | 10 mathmath: TensorProduct.finsuppRight_apply, iInf_ker_lapply_le_bot, TensorProduct.finsuppScalarRight_apply, comul_comp_lapply, TensorProduct.finsuppLeft_apply, lapply_comp_lsingle_same, lapply_apply, lapply_comp_lsingle_of_ne, lsingle_range_le_ker_lapply, TensorProduct.finsuppScalarLeft_apply
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lcomapDomain π | CompOp | 3 mathmath: leftInverse_lcomapDomain_mapDomain, lcomapDomain_apply, lcomapDomain_eq_linearProjOfIsCompl
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linearEquivFunOnFinite π | CompOp | 7 mathmath: linearEquivFunOnFinite_symm_coe, linearEquivFunOnFinite_symm_apply, linearEquivFunOnFinite_single, linearEquivFunOnFinite_apply, linearEquivFunOnFinite_symm_single, linearCombination_eq_fintype_linearCombination, linearCombination_eq_fintype_linearCombination_apply
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lmapDomain π | CompOp | 29 mathmath: Rep.coe_linearization_obj_Ο, PolynomialModule.smul_def, lmapDomain_id, lmapDomain_linearCombination, lmapDomain_comp, supported_comap_lmapDomain, groupHomology.mapCyclesβ_comp_i_apply, KaehlerDifferential.ker_map, isCompl_range_lmapDomain_span, KaehlerDifferential.kerTotal_map, Rep.linearization_obj_Ο, coe_lmapDomain, linearCombination_comp, groupHomology.chainsMap_f_hom, KaehlerDifferential.ker_map_of_surjective, mapDomain.toLinearMap_linearEquiv, groupHomology.mapCyclesβ_comp_i_apply, range_lmapDomain, linearCombination_comp_lmapDomain, Module.Basis.constr_def, Representation.ind_apply, lmapDomain_disjoint_ker, KaehlerDifferential.kerTotal_map', lcomapDomain_eq_linearProjOfIsCompl, lmapDomain_apply, Rep.linearization_map_hom, lmapDomain_supported, groupHomology.chainsMap_f, Representation.ofMulAction_def
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lsingle π | CompOp | 23 mathmath: Representation.finsupp_apply, AddMonoidAlgebra.grade_eq_lsingle_range, lcoeFun_comp_lsingle, counit_comp_lsingle, lhom_ext'_iff, AddMonoidAlgebra.mem_grade_iff', lapply_comp_lsingle_same, groupHomology.lsingle_comp_chainsMap_f, comul_single, lapply_comp_lsingle_of_ne, groupHomology.inhomogeneousChains.ext_iff, disjoint_lsingle_lsingle, lsum_comp_lsingle, span_single_image, lsingle_range_le_ker_lapply, comul_comp_lsingle, groupHomology.lsingle_comp_chainsMap_f_assoc, ker_lsingle, iSupIndep_range_lsingle, Rep.linearization_Ξ΅_hom, lsingle_apply, lsum_symm_apply, iSup_lsingle_range
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lsubtypeDomain π | CompOp | 1 mathmath: lsubtypeDomain_apply
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