Class QUANTERM

Subclass-Of: Term

Axioms:

(<=> (Quanterm ?X)
     (Or (Exists (?T ?P)
                 (And (Term ?T)
                      (Sentence ?P)
                      (= ?X (Listof 'The ?T ?P))))
         (Exists (?T ?P)
                 (And (Term ?T)
                      (Sentence ?P)
                      (= ?X (Listof 'Setofall ?T ?P))))
         (Exists (?Vlist ?P)
                 (And (List ?Vlist)
                      (Sentence ?P)
                      (>= (Length ?Vlist) 1)
                      (=> (Item ?V ?Vlistp) (Indvar ?V))
                      (= ?X (Listof 'Kappa ?Vlistp ?P))))
         (Exists (?Vlist ?Sv ?P)
                 (And (List ?Vlist)
                      (Seqvar ?Sv)
                      (Sentence ?P)
                      (=> (Item ?V ?Vlist) (Indvar ?V))
                      (= ?X
                         (Listof 'Kappa
                                 (Append ?Vlist (Listof ?Sv))
                                 ?P))))
         (Exists (?Vlist ?T)
                 (And (List ?Vlist)
                      (Term ?T)
                      (>= (Length ?Vlist) 1)
                      (=> (Item ?V ?Vlistp) (Indvar ?V))
                      (= ?X (Listof 'Lambda ?Vlistp ?T))))
         (Exists (?Vlist ?Sv ?T)
                 (And (List ?Vlist)
                      (Seqvar ?Sv)
                      (Sentence ?T)
                      (=> (Item ?V ?Vlist) (Indvar ?V))
                      (= ?X
                         (Listof 'Lambda
                                 (Append ?Vlist (Listof ?Sv))
                                 ?T))))))

• Defined in theory: Kif-meta
• Source code: kif-meta.lisp