Universal

Definition

(forall (x) (iff (Universal x ) (exists (x1) (Instantiates x x1) ) ) )
;; Comment: definition of Universal as the domain of Instantiates

Axioms

(forall ((x Universal)) (not (x) ) )
(forall ((x Universal) y z ...s) (not (x y z ...s) ) )
;; Comment: universals are unary

References

see CUO