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KB:
SUMO
Language:
ChineseLanguage
ChinesePinyinWriting
ChineseSimplifiedWriting
ChineseTraditionalLanguage
EnglishLanguage
FrenchLanguage
GermanLanguage
HerbaceousPlant
Hindi
ItalianLanguage
JapaneseLanguage
PortugueseLanguage
SpanishLanguage
SwedishLanguage
WoodyPlant
cb
cz
de
hi
ro
sv
tg
Formal Language:
OWL
SUO-KIF
TPTP
traditionalLogic
KB Term:
Term intersection
English Word:
Any
Noun
Verb
Adjective
Adverb
exactCardinality
Sigma KEE - exactCardinality
exactCardinality
appearance as argument number 1
(
documentation
exactCardinality
EnglishLanguage
"This relation expresses the number of values that a particular argument to a relation can have if all other values remain fixed.")
Media.kif 2064-2067
(
domain
exactCardinality
1
Relation
)
Media.kif 2069-2069
The number 1 argument of
exact cardinality
is an
instance
of
relation
(
domain
exactCardinality
2
Integer
)
Media.kif 2070-2070
The number 2 argument of
exact cardinality
is an
instance
of
integer
(
domain
exactCardinality
3
Integer
)
Media.kif 2071-2071
The number 3 argument of
exact cardinality
is an
instance
of
integer
(
instance
exactCardinality
TernaryPredicate
)
Media.kif 2068-2068
exact cardinality
is an
instance
of
ternary predicate
appearance as argument number 2
(
format
ChineseLanguage
exactCardinality
"那只能是 %3 values 对于 %1 的参数 %2 ")
domainEnglishFormat.kif 3334-3334
(
format
ChineseTraditionalLanguage
exactCardinality
"那只能是 %3 values 對於 %1 的參數 %2 ")
domainEnglishFormat.kif 3333-3333
(
format
EnglishLanguage
exactCardinality
"there can be %3 values to argument %2 of %1")
domainEnglishFormat.kif 3332-3332
(
termFormat
EnglishLanguage
exactCardinality
"exact cardinality")
domainEnglishFormat.kif 65824-65824
antecedent
(=>
(
and
(
exactCardinality
?REL ?ARG 1)
(
instance
?REL
Predicate
)
(?REL @ARGS)
(
equal
?X
(
ListOrderFn
(
ListFn
@ARGS) ?ARG))
(
equal
?Y
(
ListOrderFn
(
ListFn
@ARGS) ?ARG)))
(
equal
?X ?Y))
Media.kif 2106-2113
If there can be 1
values
to argument
a positive integer
of
a relation
and
the relation
is an
instance
of
predicate
and
the relation
@ARGS and
another entity
is
equal
to
the positive integer
th
element
of (@ARGS) and
a fourth entity
is
equal
to
the positive integer
th
element
of (@ARGS),
then
the other entity
is
equal
to
the fourth entity
(=>
(
and
(
exactCardinality
?REL ?ARG 1)
(
instance
?REL
Predicate
)
(?REL @ARGS)
(
equal
?X
(
ListOrderFn
(
ListFn
@ARGS) ?ARG)))
(
not
(
exists
(?Y)
(
and
(
equal
?Y
(
ListOrderFn
(
ListFn
@ARGS) ?ARG))
(
not
(
equal
?X ?Y))))))
Media.kif 2093-2103
If there can be 1
values
to argument
a positive integer
of
a relation
and
the relation
is an
instance
of
predicate
and
the relation
@ARGS and
another entity
is
equal
to
the positive integer
th
element
of (@ARGS),
then there doesn't exist
a fourth entity
such that
the fourth entity
is
equal
to
the positive integer
th
element
of (@ARGS) and
the other entity
is not
equal
to
the fourth entity
(=>
(
and
(
exactCardinality
?REL ?ARG 1)
(
instance
?REL
Predicate
))
(
exists
(?X @ARGS)
(
and
(?REL @ARGS)
(
equal
?X
(
ListOrderFn
(
ListFn
@ARGS) ?ARG))
(
not
(
exists
(?Y)
(
and
(
equal
?Y
(
ListOrderFn
(
ListFn
@ARGS) ?ARG))
(
not
(
equal
?X ?Y))))))))
Media.kif 2075-2090
If there can be 1
values
to argument
a positive integer
of
a relation
and
the relation
is an
instance
of
predicate
,
then there exist
an entity
and @ARGS such that
the relation
@ARGS and
the entity
is
equal
to
the positive integer
th
element
of (@ARGS) and there doesn't exist
a fourth entity
such that
the fourth entity
is
equal
to
the positive integer
th
element
of (@ARGS) and
the entity
is not
equal
to
the fourth entity
(=>
(
and
(
exactCardinality
?REL ?ARG ?COUNT)
(
instance
?REL
Predicate
))
(
exists
(?S ?EL @ARGS)
(
and
(
instance
?S
SetOrClass
)
(=>
(
and
(?REL @ARGS)
(
equal
?EL
(
ListOrderFn
(
ListFn
@ARGS) ?ARG)))
(
and
(
instance
?EL ?S)
(
equal
(
CardinalityFn
?S) ?COUNT))))))
Media.kif 2137-2150
If there can be
an integer
values
to argument
a positive integer
of
a relation
and
the relation
is an
instance
of
predicate
,
then there exist
a class
,
an entity
and @ARGS such that
the class
is an
instance
of
set or class
and
if
the relation
@ARGS and
the entity
is
equal
to
the positive integer
th
element
of (@ARGS),
then
the entity
is an
instance
of
the class
and the number of
instances
in
the class
is
equal
to
the integer
(=>
(
exactCardinality
?REL ?ARG ?COUNT)
(
exists
(?EL @ARGS)
(
equal
(
CardinalityFn
(
KappaFn
?EL
(
and
(?REL @ARGS)
(
equal
?EL
(
ListOrderFn
(
ListFn
@ARGS) ?ARG))))) ?COUNT)))
Media.kif 2125-2134
If there can be
an integer
values
to argument
another integer
of
a relation
,
then there exist
a symbolic string
and @ARGS such that the number of
instances
in the
class
described by
the symbolic string
is
equal
to
the integer
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