coercion rp''.
-definition prop_1_SET :
- ∀A,B:SET.∀w:arrows1 SET A B.∀a,b:A.eq1 ? a b→eq1 ? (w a) (w b).
-intros; apply (prop_1 A B w a b H);
-qed.
-
-interpretation "SET dagger" 'prop1 h = (prop_1_SET _ _ _ _ _ h).
-
definition convergent_relation_space_composition:
∀o1,o2,o3: concrete_space.
binary_morphism1
| intros; simplify;
change with (id1 ? o2 ∘ a = a);
apply (id_neutral_left1 : ?);]
-qed.
\ No newline at end of file
+qed.