Browsing Interface : Welcome guest : log in
Home |  Graph |  ]  KB:  Language:   

Formal Language: 



KB Term:  Term intersection
English Word: 

Sigma KEE - DivisionFn
DivisionFn

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


s__documentation(s__DivisionFn__m,s__ChineseLanguage,'"如果 ?NUMBER1 和 ?NUMBER2 是 Number,那么 (DivisionFn ?NUMBER1 ?NUMBER2)就是 ?NUMBER1 除 ?NUMBER2 的商。注:当 ?NUMBER1 = 1 时, (DivisionFn ?NUMBER1 ?NUMBER2)就是 ?NUMBER2 的倒数。也要注意的是当 ?NUMBER2 = 0 时, (DivisionFn ?NUMBER1?NUMBER2) 会是为定义。"')

chinese_format.kif 2220-2223
s__documentation(s__DivisionFn__m,s__EnglishLanguage,'"If ?NUMBER1 and ?NUMBER2 are Numbers, then (DivisionFn ?NUMBER1 ?NUMBER2) is the result of dividing ?NUMBER1 by ?NUMBER2. Note that when ?NUMBER1 = 1 (DivisionFn ?NUMBER1 ?NUMBER2) is the reciprocal of ?NUMBER2. Note too that (DivisionFn ?NUMBER1 ?NUMBER2) is undefined when ?NUMBER2 = 0."')

Merge.kif 4606-4610
s__domain(s__DivisionFn__m,n__1,s__Number)

Merge.kif 4602-4602 The number 1 argument of division is an instance of number
s__domain(s__DivisionFn__m,n__2,s__Number)

Merge.kif 4603-4603 The number 2 argument of division is an instance of number
s__identityElement(s__DivisionFn__m,n__1)

Merge.kif 5097-5097 1 is an identity element of division
s__instance(s__BinaryFunction,s__SetOrClass)

s__instance(s__DivisionFn__m,s__BinaryFunction)

Merge.kif 4599-4599 Division is an instance of binary function
s__instance(s__DivisionFn__m,s__PartialValuedRelation)

s__instance(s__PartialValuedRelation,s__SetOrClass)

Merge.kif 4601-4601 Division is an instance of partial valued relation
s__range(s__DivisionFn__m,s__Number)

Merge.kif 4604-4604 The range of division is an instance of number

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


s__format(s__ChineseLanguage,s__DivisionFn__m,'"%*[/]"')

chinese_format.kif 686-686
s__format(s__EnglishLanguage,s__DivisionFn__m,'"%*[/]"')

english_format.kif 691-691
s__termFormat(s__ChineseLanguage,s__DivisionFn__m,'"部"')

domainEnglishFormat.kif 19983-19983
s__termFormat(s__ChineseLanguage,s__DivisionFn__m,'"除法函数"')

chinese_format.kif 687-687
s__termFormat(s__ChineseTraditionalLanguage,s__DivisionFn__m,'"部"')

domainEnglishFormat.kif 19982-19982
s__termFormat(s__EnglishLanguage,s__DivisionFn__m,'"division"')

domainEnglishFormat.kif 19981-19981

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


( ! [V__O,V__LM,V__S,V__VM,V__V1,V__V2,V__L] :
   (((s__instance(V__O,s__SelfConnectedObject) &
         s__instance(V__S,s__Object) &
         s__instance(V__V1,s__RealNumber) &
         s__instance(V__V2,s__RealNumber) &
         s__instance(V__L,s__RealNumber))
       =>
       (((s__approximateDiameter(V__O,s__MeasureFn(V__L,V__LM))
         &
         s__sphereRadius(V__S,s__MeasureFn(s__DivisionFn(V__L,n__2)
      ,V__LM))
   &
   s__measure(V__S,s__MeasureFn(V__V1,V__VM))
&
s__measure(V__O,s__MeasureFn(V__V2,V__VM))
&
s__instance(V__LM,s__LengthMeasure) &
s__instance(V__VM,s__VolumeMeasure))
=>
((V__V1 = V__V2)))))
)
)

Mid-level-ontology.kif 17021-17032
( ! [V__OUT,V__IN,V__S,V__PIVOT,V__LEN,V__NEW,V__N] :
   (((s__instance(V__OUT,s__SymbolicString) &
         s__instance(V__IN,s__SymbolicString) &
         s__instance(V__S,s__SymbolicString) &
         s__instance(V__PIVOT,s__Integer) &
         s__instance(V__LEN,s__NonnegativeInteger) &
         s__instance(V__NEW,s__NonnegativeInteger) &
         s__instance(V__N,s__NonnegativeInteger))
       =>
       ((((V__OUT = s__ReverseFn(V__IN))
           &
           (V__LEN = s__StringLengthFn(V__IN))
         &
         s__greaterThan(V__LEN,n__1)
       &
       s__greaterThan(V__N,n__0)
     &
     s__lessThan(V__N,V__LEN)
   &
   (V__PIVOT = s__CeilingFn(s__DivisionFn(s__SubtractionFn(V__LEN,n__1)
  ,n__2)))
&
(V__NEW = s__AdditionFn(s__SubtractionFn(V__PIVOT,V__N)
,V__PIVOT))
&
(V__S = s__SubstringFn(V__IN,V__N,s__AdditionFn(n__1,V__N))))
=>
((V__S = s__SubstringFn(V__OUT,V__NEW,s__AdditionFn(n__1,V__NEW)))))))
)
)

Media.kif 3038-3059
( ! [V__REGION,V__AMOUNT,V__TOTAL,V__FRACTION,V__UNIT] :
   (((s__instance(V__REGION,s__GeographicArea) &
         s__instance(V__AMOUNT,s__RealNumber) &
         s__instance(V__TOTAL,s__RealNumber) &
         s__instance(V__FRACTION,s__Number) &
         s__instance(V__FRACTION,s__ConstantQuantity))
       =>
       (((s__irrigatedLandArea(V__REGION,s__MeasureFn(V__AMOUNT,V__UNIT))
         &
         s__totalArea(V__REGION,s__MeasureFn(V__TOTAL,V__UNIT))
     &
     s__instance(V__UNIT,s__UnitOfArea) &
     (V__FRACTION = s__DivisionFn(V__AMOUNT,V__TOTAL)))
=>
(s__irrigatedLandArea(V__REGION,V__FRACTION)))))
)
)

Geography.kif 2201-2207
( ! [V__REGION,V__AMOUNT,V__TOTAL,V__FRACTION] :
   (((s__instance(V__REGION,s__GeographicArea) &
         s__instance(V__FRACTION,s__Number) &
         s__instance(V__FRACTION,s__ConstantQuantity))
       =>
       (((s__irrigatedLandArea(V__REGION,V__AMOUNT)
           &
           s__instance(V__AMOUNT,s__AreaMeasure) &
           s__totalArea(V__REGION,V__TOTAL)
         &
         s__instance(V__TOTAL,s__AreaMeasure) &
         (V__FRACTION = s__DivisionFn(V__AMOUNT,V__TOTAL)))
     =>
     (s__irrigatedLandArea(V__REGION,V__FRACTION)))))
)
)

Geography.kif 2192-2199
( ! [V__P1,V__O,V__P2,V__N1,V__N2,V__R] :
   (((s__instance(V__P1,s__Object) &
         s__instance(V__O,s__Object) &
         s__instance(V__P2,s__Object) &
         s__instance(V__N1,s__RealNumber) &
         s__instance(V__N2,s__RealNumber) &
         s__instance(V__R,s__RationalNumber))
       =>
       (((s__measure(V__P1,s__MeasureFn(V__N1,s__Lumen))
           &
           s__measure(V__P2,s__MeasureFn(V__N2,s__Lumen))
         &
         s__part(V__P1,V__O)
       &
       s__part(V__P2,V__O)
     &
     ~((V__P1 = V__P2))
     &
     s__greaterThan(V__N1,V__N2)
   &
   (s__DivisionFn(V__N1,V__N2)
   = V__R)
&
s__contrastRatio(V__O,V__R))
=>
(~(( ? [V__P3, V__P4, V__N3, V__N4] :
   ((s__instance(V__P3,s__Object) &
       s__instance(V__P4,s__Object) &
       s__instance(V__N3,s__RealNumber) &
       s__instance(V__N4,s__RealNumber) &
       (s__measure(V__P3,s__MeasureFn(V__N3,s__Lumen))
       &
       s__measure(V__P4,s__MeasureFn(V__N4,s__Lumen))
     &
     s__part(V__P3,V__O)
   &
   s__part(V__P4,V__O)
&
~((V__P3 = V__P4))
&
s__greaterThan(V__N3,V__N4)
&
s__greaterThan(s__DivisionFn(V__N3,V__N4)
,V__R))))))))))
)
)

ComputingBrands.kif 3706-3727
( ! [V__Period,V__Rate,V__Balance,V__Account,V__Interest,V__Multiply,V__Exponent,V__Rate_Decimal,V__Add] :
   (((s__instance(V__Period,s__TimeInterval) &
         s__instance(V__Rate,s__Number) &
         s__instance(V__Balance,s__Number) &
         s__instance(V__Balance,s__CurrencyMeasure) &
         s__instance(V__Account,s__FinancialAccount) &
         s__instance(V__Interest,s__Interest) &
         s__instance(V__Interest,s__Number) &
         s__instance(V__Multiply,s__Number) &
         s__instance(V__Exponent,s__RealNumber) &
         s__instance(V__Rate_Decimal,s__Number) &
         s__instance(V__Add,s__RealNumber))
       =>
       (((s__principalAmount(V__Account,V__Balance)
           &
           s__fixedInterestRate(V__Account,V__Rate)
         &
         s__compoundInterest(V__Account,V__Interest,V__Period)
       &
       (V__Rate_Decimal = s__DivisionFn(V__Rate,n__100))
     &
     (V__Add = s__AdditionFn(n__1,V__Rate_Decimal))
   &
   (V__Exponent = s__ExponentiationFn(V__Add,s__MagnitudeFn(V__Period)))
&
(V__Multiply = s__MultiplicationFn(V__Exponent,V__Balance)))
=>
((V__Interest = s__SubtractionFn(V__Multiply,V__Balance))))))
)
)

FinancialOntology.kif 532-541
( ! [V__Amount,V__Period,V__Rate,V__Balance,V__Account,V__Rate_Decimal] :
   (((s__instance(V__Amount,s__Interest) &
         s__instance(V__Amount,s__Number) &
         s__instance(V__Period,s__TimeInterval) &
         s__instance(V__Rate,s__Number) &
         s__instance(V__Rate,s__PhysicalQuantity) &
         s__instance(V__Balance,s__Number) &
         s__instance(V__Balance,s__CurrencyMeasure) &
         s__instance(V__Account,s__FinancialAccount) &
         s__instance(V__Rate_Decimal,s__Number))
       =>
       (((s__principalAmount(V__Account,V__Balance)
           &
           s__fixedInterestRate(V__Account,V__Rate)
         &
         s__simpleInterest(V__Account,V__Amount,V__Period)
       &
       (V__Rate_Decimal = s__DivisionFn(s__MagnitudeFn(V__Rate)
      ,n__100)))
=>
((V__Amount = s__MultiplicationFn(s__MultiplicationFn(s__MagnitudeFn(V__Period)
  ,V__Balance)
,V__Rate_Decimal))))))
)
)

FinancialOntology.kif 514-520
( ! [V__Period,V__Rate,V__Account,V__Interest,V__Principal,V__Rate_Decimal] :
   (((s__instance(V__Period,s__TimeInterval) &
         s__instance(V__Rate,s__Number) &
         s__instance(V__Account,s__FinancialAccount) &
         s__instance(V__Interest,s__Interest) &
         s__instance(V__Interest,s__Number) &
         s__instance(V__Principal,s__Number) &
         s__instance(V__Principal,s__CurrencyMeasure) &
         s__instance(V__Rate_Decimal,s__Number))
       =>
       (((s__simpleInterest(V__Account,V__Interest,V__Period)
           &
           s__principalAmount(V__Account,V__Principal)
         &
         (V__Rate_Decimal = s__DivisionFn(V__Interest,V__Principal))
       &
       (V__Rate = s__MultiplicationFn(V__Rate_Decimal,n__100)))
   =>
   (s__interestRatePerPeriod(V__Account,V__Rate,V__Period)))))
)
)

FinancialOntology.kif 551-557

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


( ! [V__LASTPLACE,V__LIST1,V__AVERAGE] :
   (((s__instance(V__LASTPLACE,s__PositiveInteger) &
         s__instance(V__LIST1,s__List) &
         s__instance(V__AVERAGE,s__RealNumber))
       =>
       (((s__average(V__LIST1,V__AVERAGE)
           =>
           ( ? [V__LIST2] :
             ((s__instance(V__LIST2,s__List) &
                 ((s__ListLengthFn(V__LIST2)
                   = s__ListLengthFn(V__LIST1))
               &
               (s__ListOrderFn(V__LIST2,n__1)
               = s__ListOrderFn(V__LIST1,n__1))
           &
           ( ! [V__ITEMFROM2] :
             ((s__instance(V__ITEMFROM2,s__PositiveInteger) =>
                 ((s__inList(V__ITEMFROM2,V__LIST2)
                   =>
                   (( ? [V__POSITION, V__POSITIONMINUSONE, V__ITEMFROM1, V__PRIORFROM2] :
                       ((s__instance(V__POSITION,s__Number) &
                           s__instance(V__POSITIONMINUSONE,s__Number) &
                           s__instance(V__ITEMFROM1,s__PositiveInteger) &
                           s__instance(V__PRIORFROM2,s__PositiveInteger) &
                           (s__greaterThan(V__POSITION,n__1)
                           &
                           s__lessThanOrEqualTo(V__POSITION,s__ListLengthFn(V__LIST2))
                       &
                       (s__ListOrderFn(V__LIST2,V__ITEMFROM2)
                       = V__POSITION)
                     &
                     s__inList(V__ITEMFROM1,V__LIST1)
                   &
                   (V__POSITION = s__ListOrderFn(V__LIST1,V__ITEMFROM1))
                 &
                 s__inList(V__PRIORFROM2,V__LIST2)
               &
               (V__POSITIONMINUSONE = s__SubtractionFn(V__POSITION,n__1))
             &
             (V__POSITIONMINUSONE = s__ListOrderFn(V__LIST2,V__PRIORFROM2))
           &
           (V__ITEMFROM2 = s__AdditionFn(V__ITEMFROM1,V__PRIORFROM2))))))))))))
&
(V__LASTPLACE = s__ListLengthFn(V__LIST2))
&
(V__AVERAGE = s__DivisionFn(s__ListOrderFn(V__LIST2,V__LASTPLACE)
,V__LASTPLACE)))))))
&
(( ? [V__LIST2] :
((s__instance(V__LIST2,s__List) &
((s__ListLengthFn(V__LIST2)
= s__ListLengthFn(V__LIST1))
&
(s__ListOrderFn(V__LIST2,n__1)
= s__ListOrderFn(V__LIST1,n__1))
&
( ! [V__ITEMFROM2] :
((s__instance(V__ITEMFROM2,s__PositiveInteger) =>
((s__inList(V__ITEMFROM2,V__LIST2)
=>
(( ? [V__POSITION, V__POSITIONMINUSONE, V__ITEMFROM1, V__PRIORFROM2] :
((s__instance(V__POSITION,s__Number) &
s__instance(V__POSITIONMINUSONE,s__Number) &
s__instance(V__ITEMFROM1,s__PositiveInteger) &
s__instance(V__PRIORFROM2,s__PositiveInteger) &
(s__greaterThan(V__POSITION,n__1)
&
s__lessThanOrEqualTo(V__POSITION,s__ListLengthFn(V__LIST2))
&
(s__ListOrderFn(V__LIST2,V__ITEMFROM2)
= V__POSITION)
&
s__inList(V__ITEMFROM1,V__LIST1)
&
(V__POSITION = s__ListOrderFn(V__LIST1,V__ITEMFROM1))
&
s__inList(V__PRIORFROM2,V__LIST2)
&
(V__POSITIONMINUSONE = s__SubtractionFn(V__POSITION,n__1))
&
(V__POSITIONMINUSONE = s__ListOrderFn(V__LIST2,V__PRIORFROM2))
&
(V__ITEMFROM2 = s__AdditionFn(V__ITEMFROM1,V__PRIORFROM2))))))))))))
&
(V__LASTPLACE = s__ListLengthFn(V__LIST2))
&
(V__AVERAGE = s__DivisionFn(s__ListOrderFn(V__LIST2,V__LASTPLACE)
,V__LASTPLACE))))))
=>
s__average(V__LIST1,V__AVERAGE)))))
)
)

People.kif 285-306 A real number is an average of a list if and only if there exists another list such that length of the other list is equal to length of the list and 1th element of the other list is equal to 1th element of the list and for all a positive integer and a fourth positive integer is equal to length of the other list and the real number is equal to the fourth positive integerth element of the other list and the fourth positive integer
( ! [V__P,V__P2,V__N1,V__R,V__N2,V__BG,V__N] :
   (((s__instance(V__P,s__Physical) &
         s__instance(V__P2,s__Physical) &
         s__instance(V__N1,s__Integer) &
         s__instance(V__R,s__GeographicArea) &
         s__instance(V__N2,s__Integer) &
         s__instance(V__BG,s__BeliefGroup) &
         s__instance(V__N,s__RealNumber))
       =>
       (((s__beliefGroupPercentInRegion(V__BG,V__N,V__R)
           =>
           ( ? [V__G1, V__G2] :
             ((s__instance(V__G1,s__Collection) &
                 s__instance(V__G2,s__Collection) &
                 (s__located(V__P,V__R)
                 &
                 s__member(V__P,V__BG)
               &
               s__member(V__P,V__G1)
             &
             s__memberCount(V__G1,V__N1)
           &
           s__located(V__P2,V__R)
         &
         s__member(V__P2,V__G2)
       &
       s__memberCount(V__G2,V__N2)
     &
     (s__DivisionFn(V__N,n__100)
     = s__DivisionFn(V__N1,V__N2)))))))
&
(( ? [V__G1, V__G2] :
((s__instance(V__G1,s__Collection) &
s__instance(V__G2,s__Collection) &
(s__located(V__P,V__R)
&
s__member(V__P,V__BG)
&
s__member(V__P,V__G1)
&
s__memberCount(V__G1,V__N1)
&
s__located(V__P2,V__R)
&
s__member(V__P2,V__G2)
&
s__memberCount(V__G2,V__N2)
&
(s__DivisionFn(V__N,n__100)
= s__DivisionFn(V__N1,V__N2))))))
=>
s__beliefGroupPercentInRegion(V__BG,V__N,V__R)))))
)
)

People.kif 1531-1542 A real number percent of people in a geographic area believe in a belief group if and only if there exist a collection and another collection such that a physical is located at the geographic area and the physical is a member of the belief group and the physical is a member of the collection and the real number1 is a member count of the collection and the physical2 is located at the geographic area and the physical2 is a member of the other collection and the real number2 is a member count of the other collection and the real number and 100 is equal to the real number1 and the real number2
( ! [V__R,V__E,V__MAX,V__MIN,V__M] :
   (((s__instance(V__R,s__RealNumber) &
         s__instance(V__E,s__Engine) &
         s__instance(V__MAX,s__RealNumber) &
         s__instance(V__MIN,s__RealNumber) &
         s__instance(V__M,s__UnitOfMeasure))
       =>
       (((s__compressionRatio(V__E,V__R)
           =>
           (s__minCylinderVolume(V__E,s__MeasureFn(V__MIN,V__M))
         &
         s__maxCylinderVolume(V__E,s__MeasureFn(V__MAX,V__M))
     &
     (V__R = s__DivisionFn(V__MIN,V__MAX))))
&
((s__minCylinderVolume(V__E,s__MeasureFn(V__MIN,V__M))
&
s__maxCylinderVolume(V__E,s__MeasureFn(V__MAX,V__M))
&
(V__R = s__DivisionFn(V__MIN,V__MAX)))
=>
s__compressionRatio(V__E,V__R)))))
)
)

Cars.kif 1928-1933 The compression ratio of an engine is a real number if and only if the minimum volume of the cylinders in the engine the engine is another real number an unit of measure(s) and the maximum volume of the cylinders in the engine the engine is the unit of measureAX the unit of measure(s) and the real number is equal to the other real number and the unit of measureAX
No TPTP formula. May not be expressible in strict first order. People.kif 104-117 The births per thousand of a geopolitical area and the year an integer is equal to a real number if and only if the population of the geopolitical area and 1000 is equal to a number and another integer is equal to the number of instances in the class described by a symbolic string and the other integer and the number is equal to the real number
No TPTP formula. May not be expressible in strict first order. People.kif 138-151 The deaths per thousand of a geopolitical area and the year an integer is equal to a real number if and only if the population of the geopolitical area and 1000 is equal to a number and another integer is equal to the number of instances in the class described by a symbolic string and the other integer and the number is equal to the real number
No TPTP formula. May not be expressible in strict first order. 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 number 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 number is equal to the real number
No TPTP formula. May not be expressible in strict first order. People.kif 221-238 The male to female ratio of a geopolitical area is equal to a real number if and only if an integer is equal to the number of instances in the class described by a symbolic string and another integer is equal to the number of instances in the class described by another symbolic string and the integer and the other integer is equal to the real number
No TPTP formula. May not be expressible in strict first order. People.kif 174-202 The migrants per thousand of a geopolitical area and the year an integer is equal to a real number if and only if (the integer and a number) is equal to 1 and the population of the geopolitical area is equal to another number holds during the year the integer and the other number and 1000 is equal to a third number and another integer is equal to the number of instances in the class described by a symbolic string and a third integer is equal to the number of instances in the class described by the symbolic string and (the other integer and the third integer) is equal to a fourth number and the fourth number and the third number is equal to the real number
No TPTP formula. May not be expressible in strict first order. People.kif 77-86 The population growth of a geopolitical area and the year an integer is equal to a real number if and only if (the integer and another integer) is equal to 1 and the population of the geopolitical area is equal to a number holds during the year the integer and the population of the geopolitical area is equal to another number holds during the year the other integer and the number and the other number is equal to a third number and (the third number and 1) is equal to the real number
( ! [V__NUMBER1,V__NUMBER2,V__NUMBER] :
   (((s__instance(V__NUMBER1,s__Integer) &
         s__instance(V__NUMBER2,s__Integer) &
         s__instance(V__NUMBER,s__Integer))
       =>
       ((((s__RemainderFn(V__NUMBER1,V__NUMBER2)
             = V__NUMBER)
           =>
           (s__AdditionFn(s__MultiplicationFn(s__FloorFn(s__DivisionFn(V__NUMBER1,V__NUMBER2))
        ,V__NUMBER2)
      ,V__NUMBER)
     = V__NUMBER1))
&
((s__AdditionFn(s__MultiplicationFn(s__FloorFn(s__DivisionFn(V__NUMBER1,V__NUMBER2))
,V__NUMBER2)
,V__NUMBER)
= V__NUMBER1)
=>
(s__RemainderFn(V__NUMBER1,V__NUMBER2)
= V__NUMBER)))))
)
)

Merge.kif 4941-4943 An integer mod another integer is equal to a third integer if and only if (the largest integer less than or equal to the integer and the other integer and the other integer and the third integer) is equal to the integer
( ! [V__P,V__P2,V__N1,V__R,V__N2,V__BG,V__N] :
   (((s__instance(V__P,s__Physical) &
         s__instance(V__P2,s__Physical) &
         s__instance(V__N1,s__Integer) &
         s__instance(V__R,s__GeographicArea) &
         s__instance(V__N2,s__Integer) &
         s__instance(V__BG,s__EthnicGroup) &
         s__instance(V__N,s__RealNumber))
       =>
       (((s__ethnicityPercentInRegion(V__BG,V__N,V__R)
           =>
           ( ? [V__G1, V__G2] :
             ((s__instance(V__G1,s__Collection) &
                 s__instance(V__G2,s__Collection) &
                 (s__located(V__P,V__R)
                 &
                 s__member(V__P,V__BG)
               &
               s__member(V__P,V__G1)
             &
             s__memberCount(V__G1,V__N1)
           &
           s__located(V__P2,V__R)
         &
         s__member(V__P2,V__G2)
       &
       s__memberCount(V__G2,V__N2)
     &
     (s__DivisionFn(V__N,n__100)
     = s__DivisionFn(V__N1,V__N2)))))))
&
(( ? [V__G1, V__G2] :
((s__instance(V__G1,s__Collection) &
s__instance(V__G2,s__Collection) &
(s__located(V__P,V__R)
&
s__member(V__P,V__BG)
&
s__member(V__P,V__G1)
&
s__memberCount(V__G1,V__N1)
&
s__located(V__P2,V__R)
&
s__member(V__P2,V__G2)
&
s__memberCount(V__G2,V__N2)
&
(s__DivisionFn(V__N,n__100)
= s__DivisionFn(V__N1,V__N2))))))
=>
s__ethnicityPercentInRegion(V__BG,V__N,V__R)))))
)
)

People.kif 1550-1561 A real number percent of people in a geographic area are an ethnic group if and only if there exist a collection and another collection such that a physical is located at the geographic area and the physical is a member of the ethnic group and the physical is a member of the collection and the real number1 is a member count of the collection and the physical2 is located at the geographic area and the physical2 is a member of the other collection and the real number2 is a member count of the other collection and the real number and 100 is equal to the real number1 and the real number2
( ! [V__P,V__P2,V__N1,V__R,V__N2,V__L,V__N] :
   (((s__instance(V__P,s__SentientAgent) &
         s__instance(V__P2,s__Physical) &
         s__instance(V__N1,s__Integer) &
         s__instance(V__R,s__GeographicArea) &
         s__instance(V__N2,s__Integer) &
         s__instance(V__L,s__Language) &
         s__instance(V__N,s__RealNumber))
       =>
       (((s__languagePercentInRegion(V__L,V__N,V__R)
           =>
           ( ? [V__G1, V__G2] :
             ((s__instance(V__G1,s__Collection) &
                 s__instance(V__G2,s__Collection) &
                 (s__located(V__P,V__R)
                 &
                 s__member(V__P,V__G1)
               &
               s__speaksLanguage(V__P,V__L)
             &
             s__memberCount(V__G1,V__N1)
           &
           s__located(V__P2,V__R)
         &
         s__member(V__P2,V__G2)
       &
       s__memberCount(V__G2,V__N2)
     &
     (s__DivisionFn(V__N,n__100)
     = s__DivisionFn(V__N1,V__N2)))))))
&
(( ? [V__G1, V__G2] :
((s__instance(V__G1,s__Collection) &
s__instance(V__G2,s__Collection) &
(s__located(V__P,V__R)
&
s__member(V__P,V__G1)
&
s__speaksLanguage(V__P,V__L)
&
s__memberCount(V__G1,V__N1)
&
s__located(V__P2,V__R)
&
s__member(V__P2,V__G2)
&
s__memberCount(V__G2,V__N2)
&
(s__DivisionFn(V__N,n__100)
= s__DivisionFn(V__N1,V__N2))))))
=>
s__languagePercentInRegion(V__L,V__N,V__R)))))
)
)

People.kif 1569-1580 A real number percent of people in a geographic area speak a language if and only if there exist a collection and another collection such that a sentient agent is located at the geographic area and the sentient agent is a member of the collection and the language is a speaks language of the sentient agent and the real number1 is a member count of the collection and the sentient agent2 is located at the geographic area and the sentient agent2 is a member of the other collection and the real number2 is a member count of the other collection and the real number and 100 is equal to the real number1 and the real number2
( ! [V__OBJECT,V__NUMBER] :
   (((s__instance(V__OBJECT,s__Physical) &
         s__instance(V__NUMBER,s__RealNumber))
       =>
       (((s__measure(V__OBJECT,s__MeasureFn(V__NUMBER,s__OunceMass))
           =>
           s__measure(V__OBJECT,s__MeasureFn(s__DivisionFn(V__NUMBER,n__16)
        ,s__PoundMass)))
     &
     (s__measure(V__OBJECT,s__MeasureFn(s__DivisionFn(V__NUMBER,n__16)
    ,s__PoundMass))
   =>
   s__measure(V__OBJECT,s__MeasureFn(V__NUMBER,s__OunceMass))))))
)
)

Mid-level-ontology.kif 12523-12528 The measure of a physical is a real number Ounce(s) if and only if the measure of the physical is the real number and 16 pound mass(s)
( ! [V__A,V__L] :
   (((s__instance(V__A,s__Number) &
         s__instance(V__L,s__List))
       =>
       ((((V__A = s__AverageFn(V__L))
           &
           s__greaterThan(s__ListLengthFn(V__L)
        ,n__0))
     =>
     ((V__A = s__DivisionFn(s__ListSumFn(V__L)
      ,s__ListLengthFn(V__L)))))))
)
)

Merge.kif 3201-3208
( ! [V__V,V__L,V__M] :
   (((s__instance(V__V,s__Number) &
         s__instance(V__L,s__List) &
         s__instance(V__M,s__Number))
       =>
       ((((V__V = s__VarianceFn(V__L))
           &
           (V__M = s__AverageFn(V__L)))
       =>
       ((V__V = s__DivisionFn(s__VarianceAverageFn(V__M,V__L)
        ,s__ListLengthFn(V__L)))))))
)
)

Weather.kif 1474-1483
No TPTP formula. May not be expressible in strict first order. Cars.kif 4084-4116
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3447-3467
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3055-3079
No TPTP formula. May not be expressible in strict first order. Cars.kif 1314-1348
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3302-3321
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3263-3280
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3928-3946
( ! [V__QUANTITY2,V__QUANTITY1] :
   (((s__instance(V__QUANTITY1,s__Quantity) &
         s__instance(V__QUANTITY2,s__Quantity))
       =>
       ((s__LiftFn(V__QUANTITY1,V__QUANTITY2)
         = s__DivisionFn(s__SubtractionFn(V__QUANTITY1,V__QUANTITY2)
      ,V__QUANTITY2))))
)
)

UXExperimentalTerms.kif 4764-4772
( ! [V__HZ,V__R,V__L] :
   (((s__instance(V__HZ,s__UnitOfMeasure) &
         s__instance(V__HZ,s__Number) &
         s__instance(V__L,s__UnitOfMeasure))
       =>
       (((s__instance(V__R,s__RadiatingElectromagnetic) &
             s__carrierFrequency(V__R,s__MeasureFn(s__Hertz,V__HZ))
         &
         s__wavelength(V__R,s__MeasureFn(s__Meter,V__L)))
   =>
   ((s__MeasureFn(s__Meter,V__L)
     = s__MeasureFn(s__Meter,s__DivisionFn(n__299792458,V__HZ)))))))
)
)

ComputingBrands.kif 1539-1546
No TPTP formula. May not be expressible in strict first order. UXExperimentalTerms.kif 3490-3510

Display limited to 25 items. Show next 25

Display limited to 25 items. Show next 25

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


( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__AngularDegree) = s__MeasureFn(s__MultiplicationFn(V__NUMBER,s__DivisionFn(s__Pi,n__180_0))
      ,s__Radian))))
)
)

Merge.kif 7153-7155 A real number angular degree(s) is equal to the real number and pi and 180.0 radian(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__CelsiusDegree) = s__MeasureFn(s__DivisionFn(s__SubtractionFn(V__NUMBER,n__32)
        ,n__1_8)
      ,s__FahrenheitDegree))))
)
)

Merge.kif 6802-6804 A real number celsius degree(s) is equal to (the real number and 32) and 1.8 fahrenheit degree(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__Cup) = s__MeasureFn(s__DivisionFn(V__NUMBER,n__2)
        ,s__Pint))))
   )
)

Merge.kif 7025-7027 A real number cup(s) is equal to the real number and 2 pint(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__Ounce) = s__MeasureFn(s__DivisionFn(V__NUMBER,n__8)
        ,s__Cup))))
   )
)

Merge.kif 7034-7036 A real number ounce(s) is equal to the real number and 8 cup(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__Pint) = s__MeasureFn(s__DivisionFn(V__NUMBER,n__2)
        ,s__Quart))))
   )
)

Merge.kif 7016-7018 A real number pint(s) is equal to the real number and 2 quart(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__Quart) = s__MeasureFn(s__DivisionFn(V__NUMBER,n__4)
        ,s__UnitedStatesGallon))))
   )
)

Merge.kif 7007-7009 A real number quart(s) is equal to the real number and 4 united states gallon(s)
( ! [V__NUMBER] :
   ((s__instance(V__NUMBER,s__RealNumber) =>
       ((s__MeasureFn(V__NUMBER,s__OunceMass) = s__MeasureFn(s__DivisionFn(V__NUMBER,n__16)
        ,s__PoundMass))))))

Mid-level-ontology.kif 12530-12533 For all a real number the real number Ounce(s) is equal to the real number and 16 pound mass(s)


Show full definition with tree view
Show simplified definition (without tree view)
Show simplified definition (with tree view)



Sigma web home      Suggested Upper Merged Ontology (SUMO) web home
Sigma version 3.0 is open source software produced by Articulate Software and its partners