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KB Term:  Term intersection
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Sigma KEE - LogFn
LogFn

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


(documentation LogFn ChineseLanguage "(LogFn ?NUMBER ?INT) 得出RealNumber ?NUMBER 以 Integer ?INT 为基数的对数。") chinese_format.kif 2247-2248
(documentation LogFn EnglishLanguage "(LogFn ?NUMBER ?INT) returns the logarithm of the RealNumber ?NUMBER in the base denoted by the Integer ?INT.") Merge.kif 5032-5033
(documentation LogFn JapaneseLanguage "(LogFn ?NUMBER ?INT) は、Integer ?INTで示される ベース内の RealNumber ?NUMBERの対数を返す。") japanese_format.kif 911-912
(domain LogFn 1 RealNumber) Merge.kif 5028-5028 The number 1 argument of LogFn is an instance of real number
(domain LogFn 2 PositiveInteger) Merge.kif 5029-5029 The number 2 argument of LogFn is an instance of positive integer
(instance LogFn BinaryFunction) Merge.kif 5027-5027 LogFn is an instance of binary function
(range LogFn RealNumber) Merge.kif 5030-5030 The range of LogFn is an instance of real number

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


(format ChineseLanguage LogFn "%1 的对数") chinese_format.kif 708-708
(format EnglishLanguage LogFn "the log of %1") english_format.kif 710-710
(format FrenchLanguage LogFn "le log de %1") french_format.kif 427-427
(format ItalianLanguage LogFn "il logaritmo di%1") relations-it.txt 171-171
(format JapaneseLanguage LogFn "%1 の log") japanese_format.kif 2144-2144
(format PortugueseLanguage LogFn "o log de %1") portuguese_format.kif 379-379
(format de LogFn "das logarithmus von %1") relations-de.txt 921-921
(format hi LogFn "%1 kaa laaga") relations-hindi.txt 209-209
(format ro LogFn "log%t{logaritmul} lui %1") relations-ro.kif 449-449
(format sv LogFn "logaritmen av %1") relations-sv.txt 478-478
(termFormat ChineseLanguage LogFn "对数函数") chinese_format.kif 709-709
(termFormat ChineseLanguage LogFn "日志") domainEnglishFormat.kif 34929-34929
(termFormat ChineseTraditionalLanguage LogFn "日誌") domainEnglishFormat.kif 34928-34928
(termFormat EnglishLanguage LogFn "log") domainEnglishFormat.kif 34927-34927
(termFormat de LogFn "LogarithmusFn") terms-de.txt 279-279


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