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Sigma KEE - AttrFn
AttrFn

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


(documentation AttrFn EnglishLanguage "For given class and for given attribute, return a subclass of the class of object having the attribute") Merge.kif 1674-1675
(domain AttrFn 1 SetOrClass) Merge.kif 1680-1680 The number 1 argument of attr is an instance of set or class
(domain AttrFn 2 Attribute) Merge.kif 1681-1681 The number 2 argument of attr is an instance of attribute
(instance AttrFn BinaryFunction) Merge.kif 1677-1677 Attr is an instance of binary function
(instance AttrFn PartialValuedRelation) Merge.kif 1678-1678 Attr is an instance of partial valued relation
(range AttrFn Class) Merge.kif 1679-1679 The range of attr is an instance of class

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


(format ChineseLanguage AttrFn "%1 跟 %2 的 attr") domainEnglishFormat.kif 220-220
(format ChineseTraditionalLanguage AttrFn "%1 跟 %2 的 attr") domainEnglishFormat.kif 219-219
(format EnglishLanguage AttrFn "the attr of %1 and %2") domainEnglishFormat.kif 218-218
(termFormat ChineseLanguage AttrFn "attr") domainEnglishFormat.kif 9025-9025 "attr" is the printable form of attr in ChineseLanguage
(termFormat ChineseTraditionalLanguage AttrFn "attr") domainEnglishFormat.kif 9024-9024 "attr" is the printable form of attr in ChineseTraditionalLanguage
(termFormat EnglishLanguage AttrFn "attr") domainEnglishFormat.kif 9023-9023 "attr" is the printable form of attr in english language

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


(<=>
    (instance ?X
        (AttrFn ?CLASS ?ATTR))
    (and
        (instance ?X ?CLASS)
        (property ?X ?ATTR)))
Merge.kif 1704-1709 An entity is an instance of the attr of a set or class and an attribute if and only if the entity is an instance of the set or class and the entity the attribute the attribute
(=>
    (and
        (instance ?O OccupationalRole)
        (typicalAction ?PCLASS
            (AttrFn CognitiveAgent ?O)))
    (exists (?X ?T ?P ?PT)
        (and
            (instance ?X CognitiveAgent)
            (holdsDuring ?T
                (attribute ?X ?O))
            (instance ?P ?PCLASS)
            (agent ?X ?P)
            (time ?P ?PT)
            (temporalPart ?PT ?T))))
Mid-level-ontology.kif 20088-20101
(=>
    (and
        (instance ?OCCD OccupationalDomain)
        (instance ?X
            (AttrFn CognitiveAgent ?OCCD)))
    (exists (?PCLASS)
        (and
            (typicalAction ?PCLASS
                (AttrFn CognitiveAgent ?OCCD))
            (hasPurpose ?X
                (exists (?P)
                    (and
                        (instance ?P ?PCLASS)
                        (agent ?X ?P)))))))
Mid-level-ontology.kif 20108-20121
(=>
    (equal ?X
        (AttrFn ?CLASS ?ATTR))
    (forall (?I)
        (=>
            (instance ?I ?X)
            (and
                (instance ?I ?CLASS)
                (subclass ?X ?CLASS)
                (property ?I ?ATTR)))))
Merge.kif 1683-1692

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


(<=>
    (instance ?X DifferentialEquation)
    (instance ?X
        (AttrFn Equation DifferentialAttribute)))
engineering.kif 154-156 An entity is an instance of differential equation if and only if the entity is an instance of the attr of equation and differential attribute
(=>
    (and
        (instance ?OCCD OccupationalDomain)
        (instance ?X
            (AttrFn CognitiveAgent ?OCCD)))
    (exists (?PCLASS)
        (and
            (typicalAction ?PCLASS
                (AttrFn CognitiveAgent ?OCCD))
            (hasPurpose ?X
                (exists (?P)
                    (and
                        (instance ?P ?PCLASS)
                        (agent ?X ?P)))))))
Mid-level-ontology.kif 20108-20121
(=>
    (and
        (subclass ?X ?CLASS)
        (instance ?I ?X)
        (instance ?ATTR Attribute))
    (=>
        (property ?I ?ATTR)
        (equal ?X
            (AttrFn ?CLASS ?ATTR))))
Merge.kif 1694-1702
(=>
    (instance ?O OccupationalRole)
    (exists (?PCLASS)
        (typicalAction ?PCLASS
            (AttrFn CognitiveAgent ?O))))
Mid-level-ontology.kif 20082-20086


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