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Formal Language:
OWL
SUO-KIF
TPTP
traditionalLogic
KB Term:
Term intersection
English Word:
Any
Noun
Verb
Adjective
Adverb
prohibits
Sigma KEE - prohibits
prohibits
appearance as argument number 1
(
documentation
prohibits
EnglishLanguage
"A relation between an
AutonomousAgent
and
Formula
that it wants to keep from becoming true. Note that prohibiting something generally also
inhibits
it, but the reverse is not true. Like
punishes
it also is an institutional relation. When an
AutonomousAgent
prohibits
something it entails a
Stating
that it
punishes
those who do what it
prohibits
.")
Law.kif 48-53
(
domain
prohibits
1
AutonomousAgent
)
Law.kif 43-43
The number 1 argument of
prohibits
is an
instance
of
agent
(
domain
prohibits
2
Formula
)
Law.kif 44-44
The number 2 argument of
prohibits
is an
instance
of
formula
(
instance
prohibits
BinaryPredicate
)
Law.kif 42-42
prohibits
is an
instance
of
binary predicate
appearance as argument number 2
(
format
EnglishLanguage
prohibits
"%1 prohibits %2")
Law.kif 46-46
(
termFormat
EnglishLanguage
prohibits
"prohibits")
Law.kif 45-45
antecedent
(=>
(
holdsDuring
?T1
(
prohibits
?A ?F))
(
exists
(?S ?B ?P)
(
and
(
instance
?S
Stating
)
(
during
(
WhenFn
?S) ?T1)
(
agent
?S ?A)
(
containsFormula
?S
(=>
(
causes
(
agent
?P ?B)
(
truth
?F
True
))
(
punishes
?A ?B))))))
Law.kif 65-78
If
an agent
prohibits
an entity
holds
during
a time interval
,
then there exist
a process
,
another entity
and
a third entity
such that
the process
is an
instance
of
stating
and the
time
of existence of
the process
takes place
during
the time interval
and
the agent
is an
agent
of
the process
and
the process
contains the formula
if
the other entity
is an
agent
of
the third entity
cause
s
the entity
is
true
,
then
the agent
punishes
the other entity
(=>
(
prohibits
?A ?F)
(
desires
?A
(
not
?F)))
Law.kif 55-58
If
a cognitive agent
prohibits
a formula
,
then
the cognitive agent
desire
s
the formula
(=>
(
prohibits
?A ?F)
(
not
(
permits
?A ?F)))
Law.kif 60-63
If
an agent
prohibits
a formula
,
then not
the agent
permits
the formula
consequent
(=>
(
permits
?A ?F)
(
not
(
prohibits
?A ?F)))
Law.kif 37-40
If
an agent
permits
a formula
,
then not
the agent
prohibits
the formula
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