(* LOGIC ********************************************************************)
-(* Constructions with And ***************************************************)
+definition negation (A:Prop): Prop ≝
+ A → ⊥.
-lemma commutative_and: ∀A,B. A ∧ B → B ∧ A.
+(* Constructions with land **************************************************)
+
+lemma commutative_and (A) (B):
+ A ∧ B → B ∧ A.
#A #B * /2 width=1 by conj/
qed-.