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KB Term:  Term intersection
English Word: 

Sigma KEE - beliefGroupPercentInRegion
beliefGroupPercentInRegion

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


(documentation beliefGroupPercentInRegion EnglishLanguage "The percentage of the population of a given GeographicArea that subscribes to a particular belief, typically a religion.") People.kif 1523-1525
(domain beliefGroupPercentInRegion 1 BeliefGroup) People.kif 1527-1527 domain beliefGroupPercentInRegion, 1 and BeliefGroup
(domain beliefGroupPercentInRegion 2 RealNumber) People.kif 1528-1528 domain beliefGroupPercentInRegion, 2 and RealNumber
(domain beliefGroupPercentInRegion 3 GeographicArea) People.kif 1529-1529 domain beliefGroupPercentInRegion, 3 and GeographicArea
(instance beliefGroupPercentInRegion TernaryPredicate) People.kif 1526-1526 instance beliefGroupPercentInRegion and TernaryPredicate

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


(format ChineseLanguage beliefGroupPercentInRegion "百分之 %2 在 %1 的人相信 %1 ") domainEnglishFormat.kif 2887-2887
(format ChineseTraditionalLanguage beliefGroupPercentInRegion "百分之 %2 在 %1 的人相信 %1 ") domainEnglishFormat.kif 2886-2886
(format EnglishLanguage beliefGroupPercentInRegion "%2 percent of people in %3 believe in %1") domainEnglishFormat.kif 2885-2885

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


(<=>
    (beliefGroupPercentInRegion ?BG ?N ?R)
    (exists (?G1 ?G2)
        (and
            (located ?P ?R)
            (member ?P ?BG)
            (member ?P ?G1)
            (memberCount ?G1 ?N1)
            (located ?P2 ?R)
            (member ?P2 ?G2)
            (memberCount ?G2 ?N2)
            (equal
                (DivisionFn ?N 100)
                (DivisionFn ?N1 ?N2)))))
People.kif 1530-1541 beliefGroupPercentInRegion BeliefGroup, RealNumber and GeographicArea Collection Collection located Object and GeographicArea member Object and BeliefGroup member Object and Collection memberCount Collection and RealNumber located Object and GeographicArea member Object and Collection memberCount Collection and RealNumber equal DivisionFn RealNumber and 100 and DivisionFn RealNumber and RealNumber


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