FunzioneBinaria (BinaryFunction)
The Class of Functions that require
two arguments.
Ontology
SUMO / BASE-ONTOLOGYClass(es)
Superclass(es)
Instance(s)
list order fn
list concatenate fn
where fn
multiplication fn
addition fn
subtraction fn
division fn
exponentiation fn
log fn
max fn
min fn
remainder fn
union fn
intersection fn
relative complement fn
kappa fn
minimal weighted path fn
maximal weighted path fn
graph path fn
measure fn
interval fn
density fn
speed fn
time interval fn
recurrent time interval fn
month fn
day fn
hour fn
minute fn
second fn
temporal composition fn
mereological sum fn
mereological product fn
mereological difference fn
edition fn
series volume fn
periodical issue fn
relative time fn
Subclass(es)
FunzioneAssociativa
FunzioneCommutativa
Coordinate term(s)
PredicatoBinario
RelazioneBinaria
RuoloSemantico
FunzioneContinua
Funzione
FunzioneDiQuantitá
intentional relation
AtteggiamentoOggettuale
Predicato
RelazioneDiProbabilitá
AtteggiamentoProposizionale
FunzioneQuaternaria
PredicatoQuaternario
RelazioneQuaternaria
PredicatoQuinquenario
RelazioneQuinquenaria
RelazioneEstesaAQuantitá
RelazioneMonovalente
RelazioneSpaziale
RelazioneTemporale
FunzioneTernaria
PredicatoTernario
RelazioneTernaria
FunzioneUnaria
Constrains relations
distributes
identity element
Axioms (2)
Se function é un' istanza di FunzioneBinaria, allora function %&ha argomento(s.
(=>
(instance ?FUNCTION BinaryFunction)
(valence ?FUNCTION 2))
(=>
(and
(closedOn ?FUNCTION ?CLASS)
(instance ?FUNCTION BinaryFunction))
(forall
(?INST1 ?INST2)
(=>
(and
(instance ?INST1 ?CLASS)
(instance ?INST2 ?CLASS))
(instance
(AssignmentFn ?FUNCTION ?INST1 ?INST2)
?CLASS))))