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knows (knows)
The epistemic predicate of knowing. (knows
agent formula) means that agent knows the proposition expressed by
formula. Note that knows entails conscious awareness, so this
Predicate cannot be used to express tacit or subconscious or
unconscious knowledge.
Ontology
SUMO / BASE-ONTOLOGYClass(es)
Superrelation(s)
Coordinate term(s)
believes
considers
desires
Type restrictions
knows(cognitive agent, formula)
Related WordNet synsets
- cognition, knowledge
- the psychological result of perception and learning and reasoning
- knowing
- clear and certain mental apprehension
- cognizance, ken
- range of what one can know or understand
- known
- apprehended with certainty; "a known quantity"; "the limits of the known world"; "a musician known throughout the world"; "a known criminal"
See more related synsets on a separate page.
Axioms (8)
If knows , then believes .
(=>
(knows )
(believes ))
If knows , then is true.
(=>
(knows )
(true true))
If is an instance of measuring and is an agent of and is a patient of , then there exist , so that knows "the measure of is " (s)"" immediately after "the time of existence of ".
(=>
(and
(instance measuring)
(agent )
(patient ))
(exists
( )
(holds during
(immediate future fn
(when fn ))
(knows
(measure
(measure fn ))))))
If is an instance of counting and is an agent of and is a patient of , then there exists so that knows ""the number of instances in " is equal to ".
(=>
(and
(instance counting)
(agent )
(patient ))
(exists
()
(knows
(equal
(cardinality fn )
))))
If is an instance of investigating and is an agent of and is a patient of , then doesn't know the time of existence of .
(=>
(and
(instance investigating)
(agent )
(patient ))
(holds during
(when fn )
(not
(knows ))))
If is an instance of diagnostic process and is an agent of , then there exists so that has &n purpose " knows " causes "" for .
(=>
(and
(instance diagnostic process)
(agent ))
(exists
()
(has purpose for agent
(knows
(causes ))
)))
If is an instance of questioning and is an agent of and is a patient of and is an instance of formula, then doesn't know the time of existence of .
(=>
(and
(instance questioning)
(agent )
(patient )
(instance formula))
(holds during
(when fn )
(not
(knows ))))
If is an instance of seeing and is an agent of and is a patient of , then
(=>
(and
(instance seeing)
(agent )
(patient ))
(and
(attribute illuminated)
(exists
()
(and
(instance color attribute)
(knows
(attribute ))))))