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KB Term:  Term intersection
English Word: 

  Prohibition

Sigma KEE - Prohibition
Prohibition(prohibition)
forbidden, out, prohibited, proscribed, taboo, tabu, verboten, wrong, wrongfulness

appearance as argument number 1
-------------------------


(instance Prohibition DeonticAttribute) Merge.kif 17859-17859 Prohibition is an instance of deontic attribute
(documentation Prohibition EnglishLanguage "Prohibition is the DeonticAttribute that applies to Formulas that an AutonomousAgent is forbidden, by some authority, to make true.") Merge.kif 17860-17862 Prohibition is an instance of deontic attribute
(externalImage Prohibition "http://upload.wikimedia.org/wikipedia/commons/ 6/ 6c/ Prohibition_prescription_front.jpg") pictureList.kif 6794-6794 Prohibition is an instance of deontic attribute
(externalImage Prohibition "http://upload.wikimedia.org/wikipedia/commons/ 9/ 9b/ Prohibition_lifted_in_Canberra_1928.jpg") pictureList.kif 7652-7652 Prohibition is an instance of deontic attribute

appearance as argument number 2
-------------------------


(subAttribute Illegal Prohibition) Mid-level-ontology.kif 15437-15437 Illegal is a subattribute of prohibition
(termFormat EnglishLanguage Prohibition "prohibition") domainEnglishFormat.kif 47647-47647 Illegal is a subattribute of prohibition
(termFormat ChineseTraditionalLanguage Prohibition "禁令") domainEnglishFormat.kif 47648-47648 Illegal is a subattribute of prohibition
(termFormat ChineseLanguage Prohibition "禁令") domainEnglishFormat.kif 47649-47649 Illegal is a subattribute of prohibition

antecedent
-------------------------


(<=>
    (modalAttribute ?FORMULA Prohibition)
    (not
        (modalAttribute ?FORMULA Permission)))
Merge.kif 17864-17866 The statement X has the modal force of prohibition if and only if the statement X doesn't have the modal force of permission
(=>
    (agreementClause ?PROP Prohibition ?AGREEMENT ?AGENT)
    (not
        (holdsRight ?AGENT
            (exists (?PROC)
                (and
                    (realization ?PROC ?PROP)
                    (agent ?PROC ?AGENT))))))
Mid-level-ontology.kif 15692-15699 If X has the responsibility to make Y prohibition in Z, then X doesn't have the right to perform %3
(=>
    (confersNorm ?E Prohibition ?F)
    (confersNorm ?E Permission
        (not ?F)))
Law.kif 316-318 If X confers norm prohibition for Y, then X confers norm permission for Y
(=>
    (deprivesNorm ?E Prohibition ?F)
    (confersNorm ?E Permission ?F))
Law.kif 332-334 If X deprives norm prohibition for Y, then X confers norm permission for Y

consequent
-------------------------


(=>
    (and
        (instance ?E Entering)
        (destination ?E ?F)
        (attribute ?F PhysicallyRestrictedRegion)
        (not
            (entrance ?R ?F)))
    (modalAttribute
        (path ?E ?R) Prohibition))
Mid-level-ontology.kif 8016-8024 If X is an instance of entering, X ends up at Y, physically restricted region is an attribute of Y, and Z is the entrance for Y, then the statement Z is path along which X occurs has the modal force of prohibition
(=>
    (and
        (instance ?E Exiting)
        (origin ?E ?F)
        (attribute ?F PhysicallyRestrictedRegion)
        (not
            (entrance ?R ?F)))
    (modalAttribute
        (path ?E ?R) Prohibition))
Mid-level-ontology.kif 8037-8045 If X is an instance of exiting, X originates at Y, physically restricted region is an attribute of Y, and Z is the entrance for Y, then the statement Z is path along which X occurs has the modal force of prohibition
(=>
    (and
        (instance ?FBACCOUNT FacebookAccount)
        (hasAccount ?USER ?FBACCOUNT))
    (and
        (age ?USER
            (MeasureFn ?NUMBER YearDuration))
        (modalAttribute
            (not
                (greaterThanOrEqualTo ?NUMBER 13)) Prohibition)))
Facebook.kif 143-151 If X is an instance of Facebook account and Y has account X, then the age of Y is Z year duration(s) and the statement Z is not greater than or equal to 13 has the modal force of prohibition
(=>
    (and
        (instance ?POLICY SmokingPolicy)
        (policyLocationCoverage ?POLICY ?LOC))
    (or
        (containsFormula ?POLICY
            (modalAttribute
                (exists (?SMOKE1)
                    (and
                        (instance ?SMOKE1 Smoking)
                        (located ?SMOKE1 ?LOC))) Permission))
        (containsFormula ?POLICY
            (modalAttribute
                (exists (?SMOKE2)
                    (and
                        (instance ?SMOKE2 Smoking)
                        (located ?SMOKE2 ?LOC))) Prohibition))))
Hotel.kif 2507-2523 If X is an instance of smoking policy and X covers Y, then X contains the formula the statement there exists Z such that Z is an instance of smoking and Z is located at Y has the modal force of permission or X contains the formula the statement there exists W such that W is an instance of smoking and W is located at Y has the modal force of prohibition
(=>
    (and
        (instance ?POLICY PetPolicy)
        (policyLocationCoverage ?POLICY ?LOC))
    (or
        (containsFormula ?POLICY
            (modalAttribute
                (exists (?PET1)
                    (and
                        (instance ?PET1 DomesticAnimal)
                        (located ?PET1 ?LOC))) Permission))
        (containsFormula ?POLICY
            (modalAttribute
                (exists (?PET2)
                    (and
                        (instance ?PET2 DomesticAnimal)
                        (located ?PET2 ?LOC))) Prohibition))))
Hotel.kif 2530-2546 If X is an instance of pet policy and X covers Y, then X contains the formula the statement there exists Z such that Z is an instance of domestic animal and Z is located at Y has the modal force of permission or X contains the formula the statement there exists W such that W is an instance of domestic animal and W is located at Y has the modal force of prohibition
(=>
    (confersNorm ?E Permission ?F)
    (not
        (confersNorm ?E Prohibition ?F)))
Law.kif 311-314 If X confers norm permission for Y, then X doesn't confers norm prohibition for Y
(=>
    (and
        (instance ?W Transitway)
        (attribute ?W UniDirectionalTraffic))
    (exists (?P)
        (and
            (instance ?P Policy)
            (confersNorm
                (exists (?T1 ?A ?B)
                    (and
                        (instance ?T1 Transportation)
                        (path ?T1 ?W)
                        (instance ?A GeographicArea)
                        (origin ?T1 ?A)
                        (instance ?B GeographicArea)
                        (destination ?T1 ?B)
                        (holdsDuring
                            (WhenFn ?T1)
                            (exists (?T2)
                                (and
                                    (instance ?T2 Transportation)
                                    (path ?T2 ?W)
                                    (origin ?T1 ?B)
                                    (destination ?T1 ?A)
                                    (not
                                        (equal ?T1 ?T2))))))) Prohibition ?P))))
Transportation.kif 3818-3842 If X is an instance of transitway and unidirectional traffic is an attribute of X, then All of the following hold: (1) there exists Y such that Y is an instance of policy (2) there exist Z, W (3) V such that Z is an instance of transportation (4) X is path along which Z occurs (5) W is an instance of geographic area (6) Z originates at W (7) V is an instance of geographic area (8) Z ends up at V (9) there exists U such that U is an instance of transportation (10) X is path along which U occurs (11) Z originates at V (12) Z ends up at W (13) equal Z (14) U holds during the time of existence of Z confers norm prohibition for Y
(=>
    (prohibitedItem ?ITEM ?SITE)
    (modalAttribute
        (exists (?SELLING)
            (and
                (instance ?SELLING Selling)
                (eCommerceSite ?SELLING ?SITE))) Prohibition))
UXExperimentalTerms.kif 398-405 If X is prohibited for sale on Y, then the statement there exists Z such that Z is an instance of selling and Y facilitates Z has the modal force of prohibition
(=>
    (and
        (instance ?LIACCOUNT LinkedInAccount)
        (hasAccount ?USER ?LIACCOUNT))
    (and
        (age ?USER
            (MeasureFn ?NUMBER YearDuration))
        (modalAttribute
            (not
                (greaterThanOrEqualTo ?NUMBER 18)) Prohibition)))
LinkedInDegrees.kif 480-489 If X is an instance of LinkedIn account and Y has account X, then the age of Y is Z year duration(s) and the statement Z is not greater than or equal to 18 has the modal force of prohibition


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