Definition garrow_functor := step1_functor >>>> step2_functor.
- Definition garrow_from_reification : GeneralizedArrow K C.
- refine {| ga_functor := garrow_functor |}.
+ Lemma garrow_functor_monoidal_niso
+ : (garrow_functor **** garrow_functor) >>>> (mon_f C) <~~~> (mon_f (enr_v_mon K)) >>>> garrow_functor.
+ admit.
+ Defined.
+ Lemma garrow_functor_monoidal_iso
+ : mon_i C ≅ garrow_functor (mon_i (enr_v_mon K)).
+ admit.
+ Defined.
+
+ Instance garrow_functor_monoidal : MonoidalFunctor (enr_v_mon K) C garrow_functor :=
+ { mf_coherence := garrow_functor_monoidal_niso
+ ; mf_id := garrow_functor_monoidal_iso
+ }.
admit.
+ admit.
+ admit.
+ Defined.
+
+ Definition garrow_from_reification : GeneralizedArrow K C.
+ refine
+ {| ga_functor := garrow_functor
+ ; ga_functor_monoidal := garrow_functor_monoidal
+ |}.
Defined.
End GArrowFromReification.