Definition ga_unit TV (ec:RawHaskType TV ECKind) : RawHaskType TV ★ :=
@TyFunApp TV hetmet_PGArrow_unit_TyCon (ECKind::nil) ★ (TyFunApp_cons _ _ ec TyFunApp_nil).
+
Definition ga_prod TV (ec:RawHaskType TV ECKind) (a b:RawHaskType TV ★) : RawHaskType TV ★ :=
- TApp (TApp (@TyFunApp TV hetmet_PGArrow_tensor_TyCon (ECKind::nil) _ (TyFunApp_cons _ _ ec TyFunApp_nil)) a) b.
+ (@TyFunApp TV
+ hetmet_PGArrow_tensor_TyCon
+ (ECKind::★ ::★ ::nil) ★
+ (TyFunApp_cons _ _ ec
+ (TyFunApp_cons _ _ a
+ (TyFunApp_cons _ _ b
+ TyFunApp_nil)))).
+
Definition ga_type {TV}(a:RawHaskType TV ECKind)(b c:RawHaskType TV ★) : RawHaskType TV ★ :=
TApp (TApp (TApp (@TyFunApp TV
hetmet_PGArrowTyCon
nil _ TyFunApp_nil) a) b) c.
+
Definition ga := @ga_mk ga_unit ga_prod (@ga_type).
Definition ga_type' {Γ}(a:HaskType Γ ECKind)(b c:HaskType Γ ★) : HaskType Γ ★ :=
((weakExprToStrongExpr Γ Δ φ ψ ξ (fun _ => true) τ nil we) >>= fun e =>
(addErrorMessage ("HaskStrong...")
- (let haskProof := flatten_proof hetmet_flatten' hetmet_unflatten'
+ (let haskProof := skolemize_and_flatten_proof hetmet_flatten' hetmet_unflatten'
hetmet_flattened_id' my_ga (@expr2proof _ _ _ _ _ _ e)
in (* insert HaskProof-to-HaskProof manipulations here *)
OK ((@proof2expr nat _ FreshNat _ _ _ _ (fun _ => Prelude_error "unbound unique") _ haskProof) O)
hetmet_pga_applyr
hetmet_pga_curryl
*)
+
.
End core2proof.