NonnegativeRealNumber - Sigma Knowledge base Browser

appearance as argument number 1

(documentation NonnegativeRealNumber ChineseLanguage "这是一个大于或等于零的 RealNumber。")	chinese_format.kif 1745-1745
(documentation NonnegativeRealNumber EnglishLanguage "A RealNumber that is greater than or equal to zero.")	Merge.kif 1831-1832
(externalImage NonnegativeRealNumber "http://upload.wikimedia.org/wikipedia/ commons/ d/ dc/ Reelle_Zahlengerade_mit_Konstanten.png")	pictureList.kif 11535-11535
(externalImage NonnegativeRealNumber "http://upload.wikimedia.org/wikipedia/ commons/ f/ fd/ Recta_real_entero_o_decimal_exacto.png")	pictureList.kif 10170-10170
(subclass NonnegativeRealNumber RealNumber)	Merge.kif 1829-1829	Nonnegative real number is a subclass of real number

appearance as argument number 2

(range AbsoluteValueFn NonnegativeRealNumber)	Merge.kif 4532-4532	The range of absolute value is an instance of nonnegative real number
(subclass NonnegativeInteger NonnegativeRealNumber)	Merge.kif 1884-1884	Nonnegative integer is a subclass of nonnegative real number
(subclass PositiveRealNumber NonnegativeRealNumber)	Merge.kif 1840-1840	Positive real number is a subclass of nonnegative real number
(termFormat ChineseLanguage NonnegativeRealNumber "非负实数")	chinese_format.kif 863-863
(termFormat EnglishLanguage NonnegativeRealNumber "nonnegative real number")	english_format.kif 933-933

appearance as argument number 3

(domain cloudCoverFraction 2 NonnegativeRealNumber)	Weather.kif 482-482	The number 2 argument of cloud cover fraction is an instance of nonnegative real number
(domain incomeDistributionByGiniIndex 2 NonnegativeRealNumber)	Economy.kif 1296-1296	The number 2 argument of income distribution by gini index is an instance of nonnegative real number
(domain incomeDistributionByGiniIndexInPeriod 2 NonnegativeRealNumber)	Economy.kif 1281-1281	The number 2 argument of income distribution by gini index in period is an instance of nonnegative real number
(domain laborForceTotal 2 NonnegativeRealNumber)	Economy.kif 1372-1372	The number 2 argument of labor force total is an instance of nonnegative real number
(domain laborForceTotalInPeriod 2 NonnegativeRealNumber)	Economy.kif 1362-1362	The number 2 argument of labor force total in period is an instance of nonnegative real number
(domain overcastDaysInPeriod 3 NonnegativeRealNumber)	Weather.kif 565-565	The number 3 argument of overcast days in period is an instance of nonnegative real number
(domain relativeHumidity 2 NonnegativeRealNumber)	Weather.kif 636-636	The number 2 argument of relative humidity is an instance of nonnegative real number
(domain slopeGradient 2 NonnegativeRealNumber)	Geography.kif 1628-1628	The number 2 argument of slope gradient is an instance of nonnegative real number
(partition RealNumber NegativeRealNumber NonnegativeRealNumber)	Merge.kif 1800-1800	Real number is exhaustively partitioned into negative real number and nonnegative real number

antecedent

(<=> (instance ?NUMBER NonnegativeRealNumber) (and (greaterThanOrEqualTo ?NUMBER 0) (instance ?NUMBER RealNumber)))	Merge.kif 1834-1838	A quantity is an instance of nonnegative real number if and only if the quantity is greater than or equal to 0 and the quantity is an instance of real number
(=> (instance ?NUMBER NonnegativeRealNumber) (or (equal (SignumFn ?NUMBER) 1) (equal (SignumFn ?NUMBER) 0)))	Merge.kif 4903-4907	If a real number is an instance of nonnegative real number, then the sign of the real number is equal to 1 or the sign of the real number is equal to 0

consequent

(<=>
    (and
        (equal
            (AbsoluteValueFn ?NUMBER1) ?NUMBER2)
        (instance ?NUMBER1 RealNumber)
        (instance ?NUMBER2 RealNumber))
    (or
        (and
            (instance ?NUMBER1 NonnegativeRealNumber)
            (equal ?NUMBER1 ?NUMBER2))
        (and
            (instance ?NUMBER1 NegativeRealNumber)
            (equal ?NUMBER2
                (SubtractionFn 0 ?NUMBER1)))))

Merge.kif 4537-4548

The absolute value of a real number is equal to a nonnegative real number and the real number is an instance of real number and the nonnegative real number is an instance of real number if and only if the real number is an instance of nonnegative real number and the real number is equal to the nonnegative real number or the real number is an instance of negative real number and the nonnegative real number is equal to (0 and the real number)

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