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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
partialOrderingOn
Sigma KEE - partialOrderingOn
partialOrderingOn
appearance as argument number 1
(
documentation
partialOrderingOn
ChineseLanguage
"一个
BinaryRelation
在一个
SetOrClass
使部分顺序的,除非这个关系是在这个
SetOrClass
是
reflexiveOn
,而且它既是
AntisymmetricRelation
又是
TransitiveRelation
。")
chinese_format.kif 2045-2047
(
documentation
partialOrderingOn
EnglishLanguage
"A
BinaryRelation
is a partial ordering on a
Class
only if the relation is
reflexiveOn
the
Class
, and it is both an
AntisymmetricRelation
, and a
TransitiveRelation
.")
Merge.kif 3645-3648
(
documentation
partialOrderingOn
JapaneseLanguage
"
BinaryRelation
は、
SetOrClass
上の 部分的な順序付けで、
AntisymmetricRelation
と
TransitiveRelation
の両方である場合にのみ、 関係が
SetOrClass
で
reflexiveOn
である。")
japanese_format.kif 690-692
(
domain
partialOrderingOn
1
BinaryRelation
)
Merge.kif 3642-3642
Le nombre 1 argument de
partialOrderingOn
est une
instance
de
relation binaire
(
domain
partialOrderingOn
2
Class
)
Merge.kif 3643-3643
Le nombre 2 argument de
partialOrderingOn
est une
instance
de
classe
(
instance
partialOrderingOn
AsymmetricRelation
)
Merge.kif 3641-3641
partialOrderingOn
est une
instance
de
relation asym�trique
(
instance
partialOrderingOn
BinaryPredicate
)
Merge.kif 3640-3640
partialOrderingOn
est une
instance
de
pr�dicat binaire
appearance as argument number 2
(
format
ChineseLanguage
partialOrderingOn
"%1 在 %2 %n 是
partialOrderingOn
")
chinese_format.kif 163-163
(
format
EnglishLanguage
partialOrderingOn
"%1 is %n
part
ial ordering on %2")
english_format.kif 164-164
(
format
FrenchLanguage
partialOrderingOn
"%1 est %n
part
iellement ordonn� sur %2")
french_format.kif 101-101
(
format
ItalianLanguage
partialOrderingOn
"%1 è %n
or
dinamento parziale su %2")
relations-it.txt 212-212
(
format
JapaneseLanguage
partialOrderingOn
"%1 は %2 の
part
ial 順序 では %n")
japanese_format.kif 1930-1930
(
format
PortugueseLanguage
partialOrderingOn
"%1 e' %n parcialmente ordenado sobre %2")
portuguese_format.kif 53-53
(
format
cz
partialOrderingOn
"%1 %p{je} %n{nen�}
part
ial ordering on %2")
relations-cz.txt 109-109
(
format
de
partialOrderingOn
"%1 ist eine teilweise Einrichtung auf %2 %n{nicht}")
relations-de.txt 200-200
(
format
hi
partialOrderingOn
"%1 %2 para aanshika anukrama %n hai")
relations-hindi.txt 250-250
(
format
ro
partialOrderingOn
"%1 %n{nu} este o relaþie de ordine
part
ial%t{parþialã} peste %2")
relations-ro.kif 120-120
(
format
sv
partialOrderingOn
"%1 är %n{inte} en
part
iell ordning över %2")
relations-sv.txt 102-102
(
format
tg
partialOrderingOn
"%1 %n ay ang meyo ayos ng %2")
relations-tg.txt 404-404
(
termFormat
ChineseLanguage
partialOrderingOn
"含偏序关系")
chinese_format.kif 164-164
(
termFormat
ChineseLanguage
partialOrderingOn
"部分订购在")
domainEnglishFormat.kif 44556-44556
(
termFormat
ChineseTraditionalLanguage
partialOrderingOn
"部分訂購在")
domainEnglishFormat.kif 44555-44555
(
termFormat
EnglishLanguage
partialOrderingOn
"partial ordering on")
domainEnglishFormat.kif 44554-44554
(
termFormat
de
partialOrderingOn
"teilweiseEinrichtung")
terms-de.txt 62-62
antecedent
(=>
(
and
(
partialOrderingOn
?RELATION ?CLASS)
(
trichotomizingOn
?RELATION ?CLASS))
(
totalOrderingOn
?RELATION ?CLASS))
Merge.kif 3673-3677
Relation binaire
est
partiellement
ordonn� sur
classe
relation binaire
est
trichotomiz
� en
classe
relation binaire
est
totalement
dirig
� sur
classe
(=>
(
partialOrderingOn
?RELATION ?CLASS)
(
and
(
reflexiveOn
?RELATION ?CLASS)
(
instance
?RELATION
TransitiveRelation
)
(
instance
?RELATION
AntisymmetricRelation
)))
Merge.kif 3650-3655
Relation binaire
est
partiellement
ordonn� sur
classe
relation binaire
est
refl
�xif sur
classe
relation binaire
est une
instance
de
relation transitive
relation binaire
est une
instance
de
relation antisym�trique
consequent
(=>
(
totalOrderingOn
?RELATION ?CLASS)
(
and
(
partialOrderingOn
?RELATION ?CLASS)
(
trichotomizingOn
?RELATION ?CLASS)))
Merge.kif 3667-3671
Relation binaire
est
totalement
dirig
� sur
classe
relation binaire
est
partiellement
ordonn� sur
classe
relation binaire
est
trichotomiz
� en
classe
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