toHopfAlgebraStruct 📖 | CompOp | 48 mathmath: HopfAlgCat.of_comul, HopfAlgCat.rightUnitor_def, BialgEquiv.toHopfAlgIso_refl, CategoryTheory.Iso.toHopfAlgEquiv_trans, MonoidAlgebra.antipode_single, HopfAlgCat.tensorObj_instRing, HopfAlgCat.whiskerLeft_def, HopfAlgCat.of_counit, HopfAlgCat.tensorObj_instHopfAlgebra, HopfAlgCat.Hom.toBialgHom_injective, HopfAlgCat.forget_reflects_isos, sum_mul_antipode_eq_smul, sum_mul_antipode_eq_algebraMap_counit, HopfAlgCat.MonoidalCategory.inducingFunctorData_εIso, HopfAlgCat.whiskerRight_def, HopfAlgCat.MonoidalCategory.inducingFunctorData_μIso, HopfAlgCat.toBialgHom_comp, HopfAlgCat.associator_def, sum_antipode_mul_eq_smul, HopfAlgCat.forget₂_bialgebra_obj, BialgEquiv.toHopfAlgIso_symm, mul_antipode_rTensor_comul, CategoryTheory.Iso.toHopfAlgEquiv_symm, counit_comp_antipode, mul_antipode_rTensor_comul_apply, GroupLike.val_toUnits_apply, HopfAlgCat.toBialgHom_id, HopfAlgCat.tensorHom_def, GroupLike.val_inv, counit_antipode, CommSemiring.antipode_eq_id, CategoryTheory.Iso.toHopfAlgEquiv_refl, HopfAlgCat.forget₂_bialgebra_map, LaurentPolynomial.antipode_C, GroupLike.val_inv_toUnits_apply, mul_antipode_lTensor_comul_apply, BialgEquiv.toHopfAlgIso_trans, HopfAlgCat.tensorObj_carrier, HopfAlgCat.leftUnitor_def, sum_antipode_mul_eq_algebraMap_counit, mul_antipode_lTensor_comul, AddMonoidAlgebra.antipode_single, TensorProduct.antipode_def, BialgEquiv.toHopfAlgIso_hom, CategoryTheory.Iso.toHopfAlgEquiv_toBialgHom, BialgEquiv.toHopfAlgIso_inv, antipode_one, LaurentPolynomial.antipode_C_mul_T
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