Group - Sigma Knowledge base Browser

appearance as argument number 1

(documentation Group ChineseLanguage "这是一个 Collection 的 Agent，例如：一群绵羊、一群山羊或一队当地的童子军。")	chinese_format.kif 3668-3669
(documentation Group EnglishLanguage "A Collection of Agents, e.g. a flock of sheep, a herd of goats, or the local Boy Scout troop.")	Merge.kif 16247-16248
(externalImage Group "http://articulatesoftware.com/SUMOpictures/people/ groups/ group.png")	pictureList.kif 477-477
(subclass Group AutonomousAgent)	Merge.kif 16246-16246	Group is a subclass of agent
(subclass Group Collection)	Merge.kif 16245-16245	Group is a subclass of collection

appearance as argument number 2

(range ShipCrewFn Group)	Transportation.kif 3276-3276	The range of ship crew is an instance of group
(subclass FileSystem Group)	engineering.kif 1335-1335	File system is a subclass of group
(subclass GroupOfAnimals Group)	Mid-level-ontology.kif 7475-7475	Group of animals is a subclass of group
(subclass GroupOfPeople Group)	Merge.kif 16256-16256	Group of people is a subclass of group
(subclass Organization Group)	Merge.kif 16626-16626	Organization is a subclass of group
(termFormat ChineseLanguage Group "群组")	chinese_format.kif 1063-1063
(termFormat EnglishLanguage Group "group")	english_format.kif 1337-1337
(termFormat FrenchLanguage Group "groupe")	french_format.kif 741-741
(termFormat Hindi Group "samUha")	terms-hindi.txt 272-272
(termFormat ItalianLanguage Group "Gruppo")	terms-it.txt 275-275
(termFormat JapaneseLanguage Group "グループ")	japanese_format.kif 2425-2425
(termFormat PortugueseLanguage Group "Grupo")	portuguese_format.kif 693-693
(termFormat cb Group "panagtapok")	terms-cb.txt 277-277
(termFormat cz Group "group")	terms-cz.txt 311-311
(termFormat ro Group "grup")	relations-ro.kif 762-762
(termFormat tg Group "lupon")	terms-tg.txt 276-276

appearance as argument number 3

(domain associateInOrganization 2 Group)	Government.kif 2425-2425	The number 2 argument of associate in organization is an instance of group
(domain associateWithStatus 3 Group)	Government.kif 2437-2437	The number 3 argument of associate with status is an instance of group
(domain hasUniform 1 Group)	Mid-level-ontology.kif 26660-26660	The number 1 argument of has uniform is an instance of group

antecedent

(=> (and (instance ?CS1 ?CLASS) (subclass ?CLASS CompoundSubstance) (not (exists (?CS2) (and (instance ?CS2 ?CLASS) (part ?CS2 ?CS1)))) (molecularRatio ?ECLASS ?N ?CLASS) (instance ?G Group) (member ?E ?G) (part ?E ?CS1) (instance ?E ?ECLASS)) (memberCount ?G ?N))	Cars.kif 1778-1792	If an object is an instance of a kind of compound substance and a kind of compound substance is a subclass of compound substance and there doesn't exist another object such that the other object is an instance of the kind of compound substance and the other object is a part of the object and the number of molecules of a kind of elemental substance in a molecule of the kind of compound substance is an integer and a collection is an instance of group and a third object is a member of the collection and the third object is a part of the object and the third object is an instance of a kind of elemental substance, then the integer is a member count of the collection
(=> (and (instance ?GROUP Group) (member ?MEMB ?GROUP)) (instance ?MEMB AutonomousAgent))	Merge.kif 16250-16254	If a collection is an instance of group and a physical is a member of the collection, then the physical is an instance of agent

consequent

(=>
    (instance ?INSECT QueenInsect)
    (exists (?GROUP)
        (and
            (instance ?GROUP Group)
            (member ?INSECT ?GROUP)
            (not
                (exists (?MEMBER)
                    (and
                        (member ?MEMBER ?GROUP)
                        (capability Replication agent ?MEMBER)
                        (not
                            (equal ?MEMBER ?INSECT))))))))

Mid-level-ontology.kif 12652-12664

If a physical is an instance of queen insect,
then there exists a collection such that the collection is an instance of group and the physical is a member of the collection and there doesn't exist an object such that the object is a member of the collection and the object is capable of doing replication as a agent and the object is not equal to the physical

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