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KB Term:  Term intersection
English Word: 

Sigma KEE - CardinalityFn
CardinalityFn

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


s__instance(s__CardinalityFn,s__UnaryFunction)

Merge.kif 5627-5627 Cardinality is an instance of unary function
s__domain(s__CardinalityFn,n__1,s__SetOrClass)

Merge.kif 5628-5628 The number 1 argument of cardinality is an instance of set or class
s__range(s__CardinalityFn,s__Integer)

Merge.kif 5629-5629 The range of cardinality is an instance of integer
s__documentation(s__CardinalityFn, s__EnglishLanguage, "(CardinalityFn ?CLASS) returns the number of instances in the SetOrClass ?CLASS or the number of members in the ?CLASS Collection_") Merge.kif 5631-5633 The range of cardinality is an instance of integer

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


s__termFormat(s__EnglishLanguage, s__CardinalityFn, "cardinality") domainEnglishFormat.kif 13218-13218
s__termFormat(s__ChineseTraditionalLanguage, s__CardinalityFn, "基數") domainEnglishFormat.kif 13219-13219
s__termFormat(s__ChineseLanguage, s__CardinalityFn, "基数") domainEnglishFormat.kif 13220-13220
s__format(s__EnglishLanguage, s__CardinalityFn, "the number of instances in %1") english_format.kif 511-511

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


! [V__CITIZENRY,V__POPULATION,V__AREA] :
(((s__instance(V__CITIZENRY,s__Integer) &
       s__instance(V__POPULATION,s__Integer))
     =>
     ((s__instance(V__AREA,s__GeopoliticalArea) &
         (V__CITIZENRY = s__CardinalityFn(s__CitizenryFn(V__AREA)))
     &
     (V__POPULATION = s__CardinalityFn(s__ResidentFn(V__AREA))))
=>
s__greaterThanOrEqualTo(V__POPULATION,V__CITIZENRY)))
)

Mid-level-ontology.kif 9366-9373 If X is an instance of geopolitical area, equal Y and the number of instances in the citizenry of X, and equal Z and the number of instances in the resident of X, then Z is greater than or equal to Y
! [V__Account : $i,V__Agent : $i] : ((((s__instance(V__Account, s__PersonalAccount) & ($greater(s__CardinalityFn(s__KappaFn(V__Agent, s__accountHolder(V__Account, V__Agent))),1))) => s__instance(V__Account, s__JointAccount)) & (s__instance(V__Account, s__JointAccount) => (s__instance(V__Account, s__PersonalAccount) & ($greater(s__CardinalityFn(s__KappaFn(V__Agent, s__accountHolder(V__Account, V__Agent))),1)))))) FinancialOntology.kif 1029-1036 X is an instance of personal account, the number of instances in the class described by Y is greater than 1 if, and only if X is an instance of joint account
! [V__COUNT,V__SET] :
((s__instance(V__COUNT,s__NonnegativeInteger) =>
     ((s__instance(V__SET,s__SetOrClass) &
         (s__CardinalityFn(V__SET)
         = V__COUNT))
     =>
     s__cardinality(V__SET,V__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
! [V__AREA : $i,V__BIRTH : $i,V__BIRTHCOUNT : $int,V__INFANT : $i,V__REALNUMBER : $real,V__THOUSANDS : $real,V__Y : $int,V__YEAR : $i] : (((s__DivisionFn(s__PopulationFn(V__AREA), 1000) = V__THOUSANDS & V__BIRTHCOUNT = s__CardinalityFn(s__KappaFn(V__BIRTH, (s__instance(V__BIRTH, s__Birth) & s__experiencer(V__BIRTH, V__INFANT) & s__instance(V__INFANT, s__Human) & s__during(s__WhenFn(V__BIRTH), V__YEAR) & s__WhereFn(V__BIRTH, s__WhenFn(V__BIRTH)) = V__AREA))) & s__DivisionFn(V__BIRTHCOUNT, V__THOUSANDS) = V__REALNUMBER) => (s__instance(V__YEAR, s__YearFn(V__Y)) & s__BirthsPerThousandFn(V__AREA, V__YEAR) = V__REALNUMBER))) People.kif 99-114 If equal the population of X, 1000, and Y, equal Z and the number of instances in the class described by W, and equal Z, Y, and V, then U is an instance of the year T and equal the births per thousand of X, U, and V
! [V__AREA : $i,V__DEATH : $i,V__DEATHCOUNT : $int,V__PERSON : $i,V__REALNUMBER : $real,V__THOUSANDS : $real,V__Y : $int,V__YEAR : $i] : (((s__DivisionFn(s__PopulationFn(V__AREA), 1000) = V__THOUSANDS & V__DEATHCOUNT = s__CardinalityFn(s__KappaFn(V__DEATH, (s__instance(V__DEATH, s__Death) & s__experiencer(V__DEATH, V__PERSON) & s__instance(V__PERSON, s__Human) & s__during(s__WhenFn(V__DEATH), V__YEAR) & s__WhereFn(V__DEATH, s__WhenFn(V__DEATH)) = V__AREA))) & s__DivisionFn(V__DEATHCOUNT, V__THOUSANDS) = V__REALNUMBER) => (s__instance(V__YEAR, s__YearFn(V__Y)) & s__DeathsPerThousandFn(V__AREA, V__YEAR) = V__REALNUMBER))) People.kif 152-167 If equal the population of X, 1000, and Y, equal Z and the number of instances in the class described by W, and equal Z, Y, and V, then U is an instance of the year T and equal the deaths per thousand of X, U, and V
! [V__BUYINGS : $i,V__GMB : $i,V__ITEM : $i,V__TOTAL : $int] : (((s__instance(V__BUYINGS, s__Collection) & s__instance(V__GMB, s__CurrencyMeasure) & V__GMB = s__GMBFn(V__BUYINGS) & V__TOTAL = s__CardinalityFn(s__KappaFn(V__ITEM, (s__instance(V__ITEM, s__Object) & ( ? [V__BUYING:$i] : ((s__member(V__BUYING, V__BUYINGS) & s__patient(V__BUYING, V__ITEM)))))))) => s__ABPFn(V__BUYINGS) = s__DivisionFn(V__GMB, V__TOTAL))) UXExperimentalTerms.kif 3238-3258 If X is an instance of collection, Y is an instance of currency measure, Z is an instance of real number, equal Y and the value of X, and equal Z and the number of instances in the class described by W, then equal the average price of X, Y, and Z
! [V__GMV : $i,V__ITEM : $i,V__SELLINGS : $i,V__TOTAL : $int] : (((s__instance(V__SELLINGS, s__Collection) & s__instance(V__GMV, s__CurrencyMeasure) & V__GMV = s__GMVFn(V__SELLINGS) & V__TOTAL = s__CardinalityFn(s__KappaFn(V__ITEM, (s__instance(V__ITEM, s__Object) & ( ? [V__SELLING:$i] : ((s__member(V__SELLING, V__SELLINGS) & s__patient(V__SELLING, V__ITEM)))))))) => s__ASPFn(V__SELLINGS) = s__DivisionFn(V__GMV, V__TOTAL))) UXExperimentalTerms.kif 3281-3301 If X is an instance of collection, Y is an instance of currency measure, Z is an instance of real number, equal Y and the value of X, and equal Z and the number of instances in the class described by W, then equal the average selling price of X, Y, and Z

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


! [V__SET] :
((s__instance(V__SET,s__FiniteSet) =>
     (? [V__NUMBER] :
       ((s__instance(V__NUMBER,s__NonnegativeInteger) &
           (V__NUMBER = s__CardinalityFn(V__SET))))))
)

Merge.kif 5662-5667 If X is an instance of finite set, then there exists Y such that Y is an instance of nonnegative integer, equal Y, and the number of instances in X
! [V__YEAR] :
((s__instance(V__YEAR,s__Year) =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__YEAR,s__Month))
     = n__12))
)

Merge.kif 9684-9686 If X is an instance of year, then equal the number of instances in decomposition of X into months and 12
! [V__NUMBER,V__MONTH] :
((s__instance(V__NUMBER,s__Integer) =>
     ((s__instance(V__MONTH,s__Month) &
         s__duration(V__MONTH,s__MeasureFn(V__NUMBER,s__DayDuration)))
     =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__MONTH,s__Day))
     = V__NUMBER)))
)

Merge.kif 9688-9692 If X is an instance of month and duration of X is Y day duration(s), then equal the number of instances in decomposition of X into days and Y
! [V__WEEK] :
((s__instance(V__WEEK,s__Week) =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__WEEK,s__Day))
     = n__7))
)

Merge.kif 9694-9696 If X is an instance of week, then equal the number of instances in decomposition of X into days and 7
! [V__DAY] :
((s__instance(V__DAY,s__Day) =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__DAY,s__Hour))
     = n__24))
)

Merge.kif 9698-9700 If X is an instance of day, then equal the number of instances in decomposition of X into hours and 24
! [V__HOUR] :
((s__instance(V__HOUR,s__Hour) =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__HOUR,s__Minute))
     = n__60))
)

Merge.kif 9702-9704 If X is an instance of hour, then equal the number of instances in decomposition of X into minutes and 60
! [V__MINUTE] :
((s__instance(V__MINUTE,s__Minute) =>
     (s__CardinalityFn(s__TemporalCompositionFn(V__MINUTE,s__Second))
     = n__60))
)

Merge.kif 9706-9708 If X is an instance of minute, then equal the number of instances in decomposition of X into seconds and 60
! [V__AGENT : $i,V__COUNT : $i,V__ENTITY : $i] : (((s__instance(V__COUNT, s__Counting) & s__agent(V__COUNT, V__AGENT) & s__patient(V__COUNT, V__ENTITY)) => ( ? [V__NUMBER:$int] : (s__knows(V__AGENT, s__CardinalityFn(V__ENTITY) = V__NUMBER))))) Merge.kif 12422-12428 If X is an instance of counting, Y is an agent of X, and Z is a patient of X, then there exists W such that Y knows equal the number of instances in Z and W
! [V__ATOM : $i,V__NUMBER : $int,V__PROTON : $i,V__SUBSTANCE : $i,V__TYPE : $i] : ((s__atomicNumber(V__TYPE,V__NUMBER) => ((s__instance(V__SUBSTANCE, V__TYPE) & s__part(V__ATOM, V__SUBSTANCE) & s__instance(V__ATOM, s__Atom)) => V__NUMBER = s__CardinalityFn(s__KappaFn(V__PROTON, (s__part(V__PROTON, V__ATOM) & s__instance(V__PROTON, s__Proton))))))) Merge.kif 14087-14099 Assuming X is an atomic number of Y, it follows that: if Z is an instance of Y, W is a part of Z, and W is an instance of atom, then equal X and the number of instances in the class described by V
! [V__BOX : $i,V__SIDE : $i] : ((s__instance(V__BOX, s__Box) => s__CardinalityFn(s__KappaFn(V__SIDE, (s__top(V__SIDE, V__BOX) | s__bottom(V__SIDE, V__BOX) | s__side(V__SIDE, V__BOX)))) = 6)) Mid-level-ontology.kif 5087-5095 If X is an instance of box, then equal the number of instances in the class described by Y and 6
! [V__F : $i,V__P : $i] : ((s__instance(V__P, s__Polyhedron) => ($greatereq(s__CardinalityFn(s__KappaFn(V__F, s__faceOfFigure(V__F, V__P))),4)))) Mid-level-ontology.kif 5469-5474 If X is an instance of polyhedron, then the number of instances in the class described by Y is greater than or equal to 4
! [V__POL : $i,V__PY : $i,V__S : $i,V__T : $i] : (((s__instance(V__PY, s__Pyramid) & s__instance(V__POL, s__Polygon) & s__faceOfFigure(V__POL, V__PY) & s__sideOfFigure(V__S, V__POL) & s__instance(V__T, s__Triangle) & s__faceOfFigure(V__T, V__PY) & s__sideOfFigure(V__S, V__T) & s__sideOfIntersection(V__POL, V__T, V__S)) => s__CardinalityFn(s__KappaFn(V__S, s__sideOfFigure(V__S, V__POL))) = s__CardinalityFn(s__KappaFn(V__T, s__faceOfFigure(V__T, V__PY))))) Mid-level-ontology.kif 5515-5531 If All of the following hold: (1) X is an instance of pyramid (2) Y is an instance of polygon (3) Y is the face of Figure X (4) the size of Y is Z (5) W is an instance of triangle (6) W is the face of Figure X (7) the size of W is Z (8) Z is the intersection Y and W, then equal the number of instances in the class described by Z and the number of instances in the class described by W
! [V__F : $i,V__P : $i] : ((s__instance(V__P, s__SquarePyramid) => s__CardinalityFn(s__KappaFn(V__F, s__faceOfFigure(V__F, V__P))) = 4)) Mid-level-ontology.kif 5546-5551 If X is an instance of square pyramid, then equal the number of instances in the class described by Y and 4
! [V__C : $i,V__F : $i] : ((s__instance(V__C, s__Cube) => s__CardinalityFn(s__KappaFn(V__F, s__faceOfFigure(V__F, V__C))) = 6)) Mid-level-ontology.kif 5561-5566 If X is an instance of cube, then equal the number of instances in the class described by Y and 6
! [V__QUAD : $i,V__SIDE : $i] : ((s__instance(V__QUAD, s__Quadrilateral) => s__CardinalityFn(s__KappaFn(V__SIDE, s__sideOfFigure(V__SIDE, V__QUAD))) = 4)) Mid-level-ontology.kif 5690-5695 If X is an instance of quadrilateral, then equal the number of instances in the class described by Y and 4
! [V__QUANTITY1,V__U,V__AREA,V__QUANTITY2] :
(((s__instance(V__QUANTITY1,s__RealNumber) &
       s__instance(V__U,s__UnitOfMeasure) &
       s__instance(V__AREA,s__GeopoliticalArea) &
       s__instance(V__QUANTITY2,s__RealNumber))
     =>
     ((s__PerCapitaFn(s__MeasureFn(V__QUANTITY1,V__U)
      ,V__AREA)
     = s__MeasureFn(V__QUANTITY2,V__U))
=>
(? [V__POPULATION] :
   ((s__instance(V__POPULATION,s__Integer) &
       ((V__POPULATION = s__CardinalityFn(s__ResidentFn(V__AREA)))
     &
     (V__QUANTITY2 = s__DivisionFn(V__QUANTITY1,V__POPULATION))))))))
)

Mid-level-ontology.kif 9383-9396 If equal the per capita 1 of %2 and X Y(s), then there exists Z such that equal Z, the number of instances in the resident of W, equal X, V, and Z
! [V__ATOM : $i,V__NUMBER : $int,V__SUBSTANCE : $i] : (((s__protonNumber(V__SUBSTANCE,V__NUMBER) & s__part(V__ATOM, V__SUBSTANCE) & (s__instance(V__ATOM, s__Atom) | s__instance(V__ATOM, s__Molecule))) => ( ? [V__PROTON:$i] : (V__NUMBER = s__CardinalityFn(s__KappaFn(V__PROTON, (s__part(V__PROTON, V__ATOM) & s__instance(V__PROTON, s__Proton)))))))) Mid-level-ontology.kif 23961-23974 If X is a proton number of Y, Z is a part of Y, and Z is an instance of atom or Z is an instance of molecule, then there exists W such that equal X and the number of instances in the class described by W
! [V__ATOM : $i,V__NUMBER : $int,V__SUBSTANCE : $i] : (((s__electronNumber(V__SUBSTANCE,V__NUMBER) & s__part(V__ATOM, V__SUBSTANCE) & (s__instance(V__ATOM, s__Atom) | s__instance(V__ATOM, s__Molecule))) => ( ? [V__ELECTRON:$i] : (V__NUMBER = s__CardinalityFn(s__KappaFn(V__ELECTRON, (s__part(V__ELECTRON, V__ATOM) & s__instance(V__ELECTRON, s__Electron)))))))) Mid-level-ontology.kif 23984-23997 If X is an electron number of Y, Z is a part of Y, and Z is an instance of atom or Z is an instance of molecule, then there exists W such that equal X and the number of instances in the class described by W
! [V__X : $i] : ((s__attribute(V__X, s__Celebrity) => ( ? [V__A:$i] : (($greater(s__CardinalityFn(s__KappaFn(V__A, s__acquaintance(V__A, V__X))),1000)))))) Mid-level-ontology.kif 24464-24471 If celebrity is an attribute of X, then there exists Y such that the number of instances in the class described by Y is greater than 1000
! [V__MEM : $i,V__NUM : $int,V__ORG : $i] : ((s__memberCount(V__ORG, V__NUM) => V__NUM = s__CardinalityFn(s__KappaFn(V__MEM, s__member(V__MEM, V__ORG))))) Mid-level-ontology.kif 24918-24924 If X is a member count of Y, then equal X and the number of instances in the class described by Z
! [V__AREA : $i,V__INTEGER : $int,V__SATELLITE : $i,V__SATELLITETYPE : $i,V__SYSTEM : $i] : ((s__communicationSatelliteForArea(V__AREA, V__SATELLITETYPE, V__INTEGER) => V__INTEGER = s__CardinalityFn(s__KappaFn(V__SATELLITE, (s__instance(V__SATELLITE, V__SATELLITETYPE) & s__instance(V__SYSTEM, s__CommunicationSystem) & s__located(V__SYSTEM, V__AREA) & s__engineeringSubcomponent(V__SATELLITE, V__SYSTEM)))))) Communications.kif 123-132 If there are X communiation satellite of type Y in Z, then equal X and the number of instances in the class described by W
! [V__CITY] :
(((s__instance(V__CITY,s__City) &
       s__part(V__CITY,s__France))
     =>
     s__lessThanOrEqualTo(s__CardinalityFn(s__ResidentFn(V__CITY))
,s__CardinalityFn(s__ResidentFn(s__ParisFrance))))
)

CountriesAndRegions.kif 59-65 If X is an instance of city and X is a part of france, then the number of instances in the resident of X is less than or equal to the number of instances in the resident of paris
! [V__CITY] :
(((s__instance(V__CITY,s__AmericanCity) &
       s__part(V__CITY,s__California) &
       ~((V__CITY = s__LosAngelesCalifornia)))
       =>
       s__greaterThan(s__CardinalityFn(s__ResidentFn(s__LosAngelesCalifornia))
    ,s__CardinalityFn(s__ResidentFn(V__CITY))))
)

CountriesAndRegions.kif 812-817 If X is an instance of american city, X is a part of california, and equal X and los angeles california, then the number of instances in the resident of los angeles california is greater than the number of instances in the resident of X
! [V__STATE] :
(((s__instance(V__STATE,s__AmericanState) &
       ~((V__STATE = s__California)))
       =>
       s__greaterThan(s__CardinalityFn(s__ResidentFn(s__California))
    ,s__CardinalityFn(s__ResidentFn(V__STATE))))
)

CountriesAndRegions.kif 897-901 If X is an instance of american state and equal X and california, then the number of instances in the resident of california is greater than the number of instances in the resident of X
! [V__CITY] :
((s__instance(V__CITY,s__AmericanCity) =>
     s__lessThanOrEqualTo(s__CardinalityFn(s__ResidentFn(V__CITY))
,s__CardinalityFn(s__ResidentFn(s__NewYorkCityUnitedStates))))
)

CountriesAndRegions.kif 2135-2139 If X is an instance of american city, then the number of instances in the resident of X is less than or equal to the number of instances in the resident of new york city united states

Display limited to 25 items. Show next 25

Display limited to 25 items. Show next 25

statement
-------------------------


s__CardinalityFn(s__Continent) = n__7

Merge.kif 14496-14496 equal the number of instances in continent and 7
! [V__SIDE : $i] : (s__CardinalityFn(s__KappaFn(V__SIDE, s__sideOfFigure(V__SIDE, s__Triangle))) = 3) Mid-level-ontology.kif 5669-5672 equal the number of instances in the class described by X and 3
! [V__SIDE : $i] : (s__CardinalityFn(s__KappaFn(V__SIDE, s__sideOfFigure(V__SIDE, s__CircleSector))) = 3) Mid-level-ontology.kif 5792-5795 equal the number of instances in the class described by X and 3
! [V__SIDE : $i] : (s__CardinalityFn(s__KappaFn(V__SIDE, s__sideOfFigure(V__SIDE, s__CircularSegment))) = 2) Mid-level-ontology.kif 6067-6070 equal the number of instances in the class described by X and 2
! [V__AREA : $i,V__PERSON : $i] : (s__PopulationFn(V__AREA) = s__CardinalityFn(s__KappaFn(V__PERSON, (s__instance(V__PERSON, s__Human) & s__inhabits(V__PERSON, V__AREA))))) Mid-level-ontology.kif 34143-34148 equal the population of X and the number of instances in the class described by Y
! [V__AREA : $i,V__O : $i,V__OI : $i] : (s__OrganismPopulationFn(V__O, V__AREA) = s__CardinalityFn(s__KappaFn(V__OI, (s__instance(V__OI, V__O) & s__located(V__OI, V__AREA))))) Mid-level-ontology.kif 34167-34172 equal individuals of type X in Y. and the number of instances in the class described by Z
s__greaterThanOrEqualTo(s__CardinalityFn(s__TwelveApostles),n__11)

Media.kif 1912-1912 The number of instances in Twelve apostles is greater than or equal to 11
s__lessThanOrEqualTo(s__CardinalityFn(s__TwelveApostles),n__12)

Media.kif 1913-1913 The number of instances in Twelve apostles is less than or equal to 12
s__CardinalityFn(s__NativityMagi) = n__3

Media.kif 1950-1950 equal the number of instances in Nativity magi and 3
! [V__AGE : $i,V__AREA : $i,V__MILITARYAGE : $i,V__PERSON : $i] : (s__AvailableForMilitaryServiceMaleFn(V__AREA) = s__CardinalityFn(s__KappaFn(V__PERSON, (s__instance(V__PERSON, s__Human) & s__attribute(V__PERSON, s__Male) & s__militaryAge(V__AREA, V__MILITARYAGE) & s__age(V__PERSON, V__AGE) & ($greatereq(V__AGE,V__MILITARYAGE)) & s__inhabits(V__PERSON, V__AREA))))) Military.kif 1136-1145 equal the available for military service male of X and the number of instances in the class described by Y
! [V__AGE : $i,V__AREA : $i,V__MILITARYAGE : $i,V__PERSON : $i,V__PROCESS : $i] : (s__FitForMilitaryServiceMaleFn(V__AREA) = s__CardinalityFn(s__KappaFn(V__PERSON, (s__instance(V__PERSON, s__Human) & s__attribute(V__PERSON, s__Male) & s__subclass(V__PROCESS, s__MilitaryProcess) & s__fitForMilitaryService(V__PERSON, V__PROCESS) & s__militaryAge(V__AREA, V__MILITARYAGE) & s__age(V__PERSON, V__AGE) & ($greatereq(V__AGE,V__MILITARYAGE)) & s__inhabits(V__PERSON, V__AREA))))) Military.kif 1159-1170 equal the fit for military service male of X and the number of instances in the class described by Y
! [V__AGE : $i,V__AGEMINUSONE : $i,V__AREA : $i,V__MILITARYAGE : $i,V__PERSON : $i,V__YEAR : $i] : (s__ReachingMilitaryAgeAnnuallyMaleFn(V__AREA, V__YEAR) = s__CardinalityFn(s__KappaFn(V__PERSON, (s__instance(V__PERSON, s__Human) & s__attribute(V__PERSON, s__Male) & s__militaryAge(V__AREA, V__MILITARYAGE) & V__AGEMINUSONE = $difference(V__AGE ,1) & s__holdsDuring(V__YEAR, (s__age(V__PERSON, V__AGEMINUSONE) | s__age(V__PERSON, V__AGE))) & V__AGE = V__MILITARYAGE & s__inhabits(V__PERSON, V__AREA))))) Military.kif 1197-1210 equal the reaching military age annually male of X, Y, and the number of instances in the class described by Z
! [V__AREA : $i,V__BIRTH : $i,V__INFANT : $i,V__WOMAN : $i,V__Y : $int,V__YEAR : $i] : ((s__instance(V__YEAR, s__YearFn(V__Y)) & s__ChildrenBornPerWomanFn(V__AREA, V__YEAR) = s__CardinalityFn(s__KappaFn(V__INFANT, (s__instance(V__BIRTH, s__Birth) & s__experiencer(V__BIRTH, V__INFANT) & s__agent(V__BIRTH, V__WOMAN) & s__instance(V__WOMAN, s__Human) & s__attribute(V__WOMAN, s__Female) & s__holdsDuring(V__YEAR, s__inhabits(V__WOMAN, V__AREA))))))) People.kif 490-503 X is an instance of the year Y and equal the children born per woman of Z, X, and the number of instances in the class described by W


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