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KB Term:  Term intersection
English Word: 

  SetOrClass

Sigma KEE - SetOrClass
SetOrClass(set or class)subgroup, subpopulation

appearance as argument number 1
-------------------------


(subclass SetOrClass Abstract) Merge.kif 2238-2238 Set or class is a subclass of abstract
(partition SetOrClass Set Class) Merge.kif 2239-2239 Set or class is exhaustively partitioned into set and class
(documentation SetOrClass EnglishLanguage "The SetOrClass of Sets and Classes, i.e. any instance of Abstract that has elements or instances.") Merge.kif 2241-2243 Set or class is exhaustively partitioned into set and class

appearance as argument number 2
-------------------------


(rangeSubclass PowerSetFn SetOrClass) Merge.kif 790-790 The values returned by power set are subclasses of set or class
(subclass Class SetOrClass) Merge.kif 2246-2246 Class is a subclass of set or class
(subclass Set SetOrClass) Merge.kif 2258-2258 Set is a subclass of set or class
(range UnionFn SetOrClass) Merge.kif 5551-5551 The range of union is an instance of set or class
(range IntersectionFn SetOrClass) Merge.kif 5577-5577 The range of intersection is an instance of set or class
(range RelativeComplementFn SetOrClass) Merge.kif 5588-5588 The range of relative complement is an instance of set or class
(range ComplementFn SetOrClass) Merge.kif 5598-5598 The range of complement is an instance of set or class
(range GeneralizedUnionFn SetOrClass) Merge.kif 5608-5608 The range of generalized union is an instance of set or class
(range GeneralizedIntersectionFn SetOrClass) Merge.kif 5619-5619 The range of generalized intersection is an instance of set or class
(termFormat EnglishLanguage SetOrClass "set or class") english_format.kif 976-976 The range of generalized intersection is an instance of set or class

appearance as argument number 3
-------------------------


(domain PowerSetFn 1 SetOrClass) Merge.kif 789-789 The number 1 argument of power set is an instance of set or class
(domain UnionFn 1 SetOrClass) Merge.kif 5549-5549 The number 1 argument of union is an instance of set or class
(domain UnionFn 2 SetOrClass) Merge.kif 5550-5550 The number 2 argument of union is an instance of set or class
(domain IntersectionFn 1 SetOrClass) Merge.kif 5575-5575 The number 1 argument of intersection is an instance of set or class
(domain IntersectionFn 2 SetOrClass) Merge.kif 5576-5576 The number 2 argument of intersection is an instance of set or class
(domain RelativeComplementFn 1 SetOrClass) Merge.kif 5586-5586 The number 1 argument of relative complement is an instance of set or class
(domain RelativeComplementFn 2 SetOrClass) Merge.kif 5587-5587 The number 2 argument of relative complement is an instance of set or class
(domain ComplementFn 1 SetOrClass) Merge.kif 5597-5597 The number 1 argument of complement is an instance of set or class
(domainSubclass GeneralizedUnionFn 1 SetOrClass) Merge.kif 5607-5607 The number 1 argument of generalized union is a subclass of set or class
(domainSubclass GeneralizedIntersectionFn 1 SetOrClass) Merge.kif 5618-5618 The number 1 argument of generalized intersection is a subclass of set or class
(domain CardinalityFn 1 SetOrClass) Merge.kif 5628-5628 The number 1 argument of cardinality is an instance of set or class
(domain cardinality 1 SetOrClass) Government.kif 400-400 The number 1 argument of cardinality is an instance of set or class
(domain adjacentOrientation 2 SetOrClass) Hotel.kif 945-945 The number 2 argument of adjacent orientation is an instance of set or class
(domain lexicon 1 SetOrClass) engineering.kif 39-39 The number 1 argument of lexicon is an instance of set or class

antecedent
-------------------------


(=>
    (and
        (instance ?SET SetOrClass)
        (equal
            (CardinalityFn ?SET) ?COUNT))
    (cardinality ?SET ?COUNT))
Government.kif 410-414 If X is an instance of set or class and equal the number of instances in X and Y, then Y is a cardinality of X

consequent
-------------------------


(=>
    (and
        (exactCardinality ?REL ?ARG ?COUNT)
        (instance ?REL Predicate))
    (exists (?S ?EL @ARGS)
        (and
            (instance ?S SetOrClass)
            (=>
                (and
                    (?REL @ARGS)
                    (equal ?EL
                        (ListOrderFn
                            (ListFn @ARGS) ?ARG)))
                (and
                    (instance ?EL ?S)
                    (equal
                        (CardinalityFn ?S) ?COUNT))))))
Media.kif 2084-2097 If there can be X values to argument Y of Z and Z is an instance of predicate, then there exist W, V and @ARGS such that W is an instance of set or class and Z @ARGS and equal V and T element of (@ARGS)V is an instance of W and equal the number of instances in W and X
(=>
    (and
        (minCardinality ?REL ?ARG ?COUNT)
        (instance ?REL Predicate))
    (exists (?S ?EL @ARGS)
        (and
            (instance ?S SetOrClass)
            (=>
                (and
                    (?REL @ARGS)
                    (equal ?EL
                        (ListOrderFn
                            (ListFn @ARGS) ?ARG)))
                (and
                    (instance ?EL ?S)
                    (greaterThanOrEqualTo
                        (CardinalityFn ?S) ?COUNT))))))
Media.kif 2121-2134 If there are at least X values to argument Y of Z and Z is an instance of predicate, then there exist W, V and @ARGS such that W is an instance of set or class and Z @ARGS and equal V and T element of (@ARGS)V is an instance of W and the number of instances in W is greater than or equal to X
(=>
    (and
        (maxCardinality ?REL ?ARG ?COUNT)
        (instance ?REL Predicate))
    (exists (?S ?EL @ARGS)
        (and
            (instance ?S SetOrClass)
            (=>
                (and
                    (?REL @ARGS)
                    (equal ?EL
                        (ListOrderFn
                            (ListFn @ARGS) ?ARG)))
                (and
                    (instance ?EL ?S)
                    (lessThanOrEqualTo
                        (CardinalityFn ?S) ?COUNT))))))
Media.kif 2157-2170 If there can be at most X values to argument Y of Z and Z is an instance of predicate, then there exist W, V and @ARGS such that W is an instance of set or class and Z @ARGS and equal V and T element of (@ARGS)V is an instance of W and the number of instances in W is less than or equal to X


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