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Sigma KEE - premise

premise

appearance as argument number 1

(documentation premise ChineseLanguage "(premise ?ARGUMENT ?PROPOSITION)的意思是 Proposition ?PROPOSITION 是 Argument ?ARGUMENT 的一个明确假设。")	chinese_format.kif 3777-3778
(documentation premise EnglishLanguage "(premise ?ARGUMENT ?PROPOSITION) means that the Proposition ?PROPOSITION is an explicit assumption of the Argument ?ARGUMENT.")	Merge.kif 15728-15730
(domain premise 1 Argument)	Merge.kif 15726-15726	The number 1 argument of premise is an instance of argument
(domain premise 2 Proposition)	Merge.kif 15727-15727	The number 2 argument of premise is an instance of proposition
(instance premise BinaryPredicate)	Merge.kif 15724-15724	premise is an instance of binary predicate
(instance premise TotalValuedRelation)	Merge.kif 15725-15725	premise is an instance of total valued relation

appearance as argument number 2

(format ChineseLanguage premise "%2 %n 是 %1 的 premise ")	domainEnglishFormat.kif 2031-2031
(format ChineseTraditionalLanguage premise "%2 %n 是 %1 的 premise ")	domainEnglishFormat.kif 2030-2030
(format EnglishLanguage premise "%2 is %n a premise of %1")	domainEnglishFormat.kif 2029-2029
(termFormat ChineseLanguage premise "前提")	domainEnglishFormat.kif 47120-47120
(termFormat ChineseTraditionalLanguage premise "前提")	domainEnglishFormat.kif 47119-47119
(termFormat EnglishLanguage premise "premise")	domainEnglishFormat.kif 47118-47118

consequent

(=> (and (instance ?ARGUMENT Argument) (equal ?PREMISES (PremisesFn ?ARGUMENT))) (<=> (subProposition ?PROPOSITION ?PREMISES) (premise ?ARGUMENT ?PROPOSITION)))	Merge.kif 15739-15745	If an argument is an instance of argument and a proposition is equal to 引数 the argument の premises, then another proposition is a sub-proposition of the proposition if and only if the other proposition is a premise of the argument
(=> (evidence ?LA ?P) (exists (?A) (and (instance ?PROP Proposition) (instance ?A Argument) (refers ?A ?LA) (represents ?PROP ?P) (premise ?A ?PROP))))	Law.kif 223-231	If a physical is evidence in a legal action, then there exists an argument such that the physicalROP is an instance of proposition and the argument is an instance of argument and the argument includes a reference to the legal action and the physicalROP expresses the physical and the physicalROP is a premise of the argument

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