Axiom Extensionality-Property-Of-Sets

Documentation@Ol%Frame-Ontology:
Two sets are identical if and only if they have the same members.

Notes:


Defining axiom of Extensionality-Property-Of-Sets:

(=> (And (Set ?S1) (Set ?S2))
    (<=> (Forall (?X) (<=> (Member ?X ?S1) (Member ?X ?S2)))
         (= ?S1 ?S2)))