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KB Term:  Term intersection
English Word: 

  musician

Sigma KEE - musician
musician

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


(instance musician TernaryPredicate) Music.kif 188-188 musician is an instance of ternary predicate
(documentation musician EnglishLanguage "(musician ?MR ?P ?I) means that Human ?P played some Process ?I as a Musician in MusicRecording ?MR") Music.kif 189-190 musician is an instance of ternary predicate
(domain musician 1 MusicRecording) Music.kif 193-193 The number 1 argument of musician is an instance of music recording
(domain musician 2 Human) Music.kif 194-194 The number 2 argument of musician is an instance of human
(domainSubclass musician 3 MakingMusic) Music.kif 195-195 The number 3 argument of musician is a subclass of making music

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


(termFormat EnglishLanguage musician "musician") Music.kif 191-191
(format EnglishLanguage musician "%qp{Does} %qn{Doesn't} %2 %n{doesn't} play%qp{s}%p{s} %3 in %1") domainEnglishFormat.kif 3930-3930
(format ChineseTraditionalLanguage musician "%2 表演了 %1 ") domainEnglishFormat.kif 3931-3931
(format ChineseLanguage musician "%2 表演了 %1 ") domainEnglishFormat.kif 3932-3932

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


(=>
    (musician ?MR ?P ?R)
    (exists (?MM ?I)
        (and
            (instance ?MM ?R)
            (or
                (equal ?R
                    (PlayingInstrumentFn ?I))
                (equal ?R MakingVocalMusic))
            (agent ?MM ?P)
            (result ?MM ?MR))))
Music.kif 197-206 If X plays Y in Z, then All of the following hold: (1) there exist W (2) V such that W is an instance of Y (3) equal Y (4) playing V or equal Y (5) singing (6) X is an agent of W (7) Z is a result of W

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


(=>
    (instance ?D Discography)
    (exists (?M ?AC)
        (and
            (instance ?M CognitiveAgent)
            (attribute ?M ?AC)
            (instance ?AC Musician)
            (forall (?X)
                (=>
                    (member ?X ?D)
                    (exists (?I ?T ?R ?DS)
                        (and
                            (musician ?X ?M ?I)
                            (releaseForSale
                                (AlbumCopiesFn ?X ?DS) ?R ?T))))))))
Music.kif 67-80 If X is an instance of discography, then All of the following hold: (1) there exist Y (2) Z such that Y is an instance of cognitive agent (3) Z is an attribute of Y (4) Z is an instance of musician (5) W W is a member of Xthere exist V, U,, , T (6) S such that Y plays V in W (7) the set of copies on S of W was released for sale in T at U
(=>
    (discography ?A ?D)
    (forall (?X)
        (=>
            (member ?X ?D)
            (exists (?I)
                (musician ?X ?A ?I)))))
Music.kif 243-249 If X has discography Y, then For all MusicRecording Z: if Z is a member of Y, then there exists W such that X plays W in Z


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