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KB:
SUMO
Language:
ChineseLanguage
ChinesePinyinWriting
ChineseSimplifiedWriting
ChineseTraditionalLanguage
EnglishLanguage
Englishlanguage
FrenchLanguage
GermanLanguage
Hindi
ItalianLanguage
JapaneseLanguage
PortugueseLanguage
SpanishLanguage
SwedishLanguage
cb
cz
de
hi
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sv
tg
Formal Language:
OWL
SUO-KIF
TPTP
traditionalLogic
KB Term:
Term intersection
English Word:
Any
Noun
Verb
Adjective
Adverb
premise
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 17048-17050
(
domain
premise
1
Argument
)
Merge.kif 17046-17046
The number 1 argument of
premise
is an
instance
of
argument
(
domain
premise
2
Proposition
)
Merge.kif 17047-17047
The number 2 argument of
premise
is an
instance
of
proposition
(
instance
premise
BinaryPredicate
)
Merge.kif 17044-17044
premise
is an
instance
of
binary predicate
(
instance
premise
TotalValuedRelation
)
Merge.kif 17045-17045
premise
is an
instance
of
total valued relation
appearance as argument number 2
(
format
ChineseLanguage
premise
"%2 %n 是 %1 的
premise
")
domainEnglishFormat.kif 2035-2035
(
format
ChineseTraditionalLanguage
premise
"%2 %n 是 %1 的
premise
")
domainEnglishFormat.kif 2034-2034
(
format
EnglishLanguage
premise
"%2 is %n a
premise
of %1")
domainEnglishFormat.kif 2033-2033
(
termFormat
ChineseLanguage
premise
"前提")
domainEnglishFormat.kif 47194-47194
(
termFormat
ChineseTraditionalLanguage
premise
"前提")
domainEnglishFormat.kif 47193-47193
(
termFormat
EnglishLanguage
premise
"premise")
domainEnglishFormat.kif 47192-47192
consequent
(=>
(
and
(
instance
?ARGUMENT
Argument
)
(
equal
?PREMISES
(
PremisesFn
?ARGUMENT)))
(<=>
(
subProposition
?PROPOSITION ?PREMISES)
(
premise
?ARGUMENT ?PROPOSITION)))
Merge.kif 17059-17065
If
an argument
is an
instance
of
argument
and
equal
a formula
and the
premises
of argument
the argument
,
then
a proposition
is a
sub
-proposition of
the formula
if and only if
the proposition
is a
premise
of
the argument
(=>
(
evidence
?LA ?P)
(
exists
(?A ?PROP)
(
and
(
instance
?PROP
Proposition
)
(
instance
?A
Argument
)
(
refers
?A ?LA)
(
represents
?PROP ?P)
(
premise
?A ?PROP))))
Law.kif 180-188
If
a physical
is evidence in
a legal action
,
then there exist
an argument
and
the physical
ROP such that
the physical
ROP 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 physical
ROP
express
es
the physical
and
the physical
ROP is a
premise
of
the argument
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