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Sigma KEE - DeathsPerThousandLiveBirthsFn
DeathsPerThousandLiveBirthsFn

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


(documentation DeathsPerThousandLiveBirthsFn EnglishLanguage "(DeathsPerThousandLiveBirthsFn ?AREA ?YEAR) denotes the RealNumber that represents the number of deaths of infants under one year old in a given year per 1,000 live births in the same year. This rate is often used as an indicator of the level of health in a country.") People.kif 246-250
(domain DeathsPerThousandLiveBirthsFn 1 GeopoliticalArea) People.kif 243-243 The number 1 argument of deaths per thousand live births is an instance of geopolitical area
(domain DeathsPerThousandLiveBirthsFn 2 Year) People.kif 244-244 The number 2 argument of deaths per thousand live births is an instance of year
(instance DeathsPerThousandLiveBirthsFn BinaryFunction) People.kif 242-242 Deaths per thousand live births is an instance of binary function
(range DeathsPerThousandLiveBirthsFn RealNumber) People.kif 245-245 The range of deaths per thousand live births is an instance of real number

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


(format ChineseLanguage DeathsPerThousandLiveBirthsFn "%1 和 %2 每一千个生存出生里的 deaths ") domainEnglishFormat.kif 692-692
(format ChineseTraditionalLanguage DeathsPerThousandLiveBirthsFn "%1 和 %2 每一千個生存出生裡的 deaths ") domainEnglishFormat.kif 691-691
(format EnglishLanguage DeathsPerThousandLiveBirthsFn "the deaths per thousand live births of %1 and %2") domainEnglishFormat.kif 690-690
(termFormat ChineseLanguage DeathsPerThousandLiveBirthsFn "每千名活产婴儿死亡人数") domainEnglishFormat.kif 18709-18709 "每千名活产婴儿死亡人数" is the printable form of deaths per thousand live births in ChineseLanguage
(termFormat ChineseTraditionalLanguage DeathsPerThousandLiveBirthsFn "每千名活產嬰兒死亡人數") domainEnglishFormat.kif 18708-18708 "每千名活產嬰兒死亡人數" is the printable form of deaths per thousand live births in ChineseTraditionalLanguage
(termFormat EnglishLanguage DeathsPerThousandLiveBirthsFn "deaths per thousand live births") domainEnglishFormat.kif 18707-18707 "deaths per thousand live births" is the printable form of deaths per thousand live births in english language

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


(<=>
    (equal
        (DeathsPerThousandLiveBirthsFn ?AREA
            (YearFn ?YEAR)) ?REALNUMBER)
    (and
        (equal ?BIRTHCOUNT
            (CardinalityFn
                (KappaFn ?BIRTH
                    (and
                        (instance ?BIRTH Birth)
                        (experiencer ?BIRTH ?INFANT)
                        (instance ?INFANT Human)
                        (during
                            (WhenFn ?BIRTH)
                            (YearFn ?YEAR))
                        (equal
                            (WhereFn ?BIRTH
                                (WhenFn ?BIRTH)) ?AREA)))))
        (equal
            (DivisionFn ?BIRTHCOUNT 1000) ?THOUSANDSOFBIRTHS)
        (equal ?INFANTDEATHCOUNT
            (CardinalityFn
                (KappaFn ?DEATH
                    (and
                        (instance ?DEATH Death)
                        (experiencer ?DEATH ?INFANT)
                        (instance ?INFANT Human)
                        (age ?INFANT
                            (MeasureFn ?AGE YearDuration))
                        (lessThan ?AGE 1)
                        (during
                            (WhenFn ?DEATH)
                            (YearFn ?YEAR))
                        (equal
                            (WhereFn ?DEATH
                                (WhenFn ?DEATH)) ?AREA)))))
        (equal
            (DivisionFn ?INFANTDEATHCOUNT ?THOUSANDSOFBIRTHS) ?REALNUMBER)))
People.kif 253-277 The deaths per thousand live births of a geopolitical area and the year an integer is equal to a real number if and only if another integer is equal to the number of instances in the class described by a symbolic string and the other integer and 1000 is equal to a quantity and a third integer is equal to the number of instances in the class described by another symbolic string and the third integer and the quantity is equal to the real number


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