more pictures...
| Attribute(attribute)
more pictures... | | CISC, E.S.P., ESP, God's_Will, High_Renaissance, Midas_touch, RISC, ability, absence, absolute, absolute_magnitude, absolution, accept, act_as, actinism, activity, add, address, admit, afford, age, agelessness, agree, air_alert, alert, alterability, ambiguity, amorality, amount, anchorage, anecdotist, anisotropy, annulment, answer, antecede, antecedence, antecedency, antedate, anteriority, appertain, aptness, arability, arise, artistic_style, ask, aspect, assailability, astringency, atmosphere, atmospheric_state... |
| appearance as argument number 1 |
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| appearance as argument number 2 |
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| appearance as argument number 3 |
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| antecedent |
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| (=> (and (offers ?AGENT ?ATTR) (instance ?ATTR Attribute)) (modalAttribute (exists (?OBJ ?SELL) (and (instance ?SELL Selling) (attribute ?OBJ ?ATTR) (patient ?SELL ?OBJ) (agent ?SELL ?AGENT))) Possibility)) |
Catalog.kif 109-119 | If X offers items for sale in Y and Y is an instance of attribute, then the statement there exist Z, W such that W is an instance of selling, Y is an attribute of Z, Z is a patient of W, and X is an agent of W has the modal force of possibility |
| (=> (and (offersAtTime ?AGENT ?ATTR ?TIMEINT) (instance ?ATTR Attribute)) (holdsDuring ?TIMEINT (offers ?AGENT ?ATTR))) |
Catalog.kif 152-157 | If X offers items for sale in Y during Z and Y is an instance of attribute, then X offers items for sale in Y holds during Z |
| (=> (and (instance ?ATT1 Attribute) (instance ?ATT2 Attribute) (subrelation ?PRED attribute)) (not (and (contraryAttributeWRT ?ATT1 ?ATT2 ?PRED) (?PRED ?ENTITY ?ATT1) (?PRED ?ENTITY ?ATT2)))) |
ComputerInput.kif 43-52 | If X is an instance of attribute, Y is an instance of attribute, and Z is a subrelation of attribute, then At least one of the following holds: (1) ~{ X and Y are mutually exclusive for Z } (2) ~{ Z W and X } (3) ~{ Z W and Y } |
| consequent |
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| (=> (contraryAttribute @ROW) (=> (inList ?ELEMENT (ListFn @ROW)) (instance ?ELEMENT Attribute))) |
Merge.kif 457-461 | Assuming @ROW is the opposite of, it follows that: if Y is a member of (@ROW), then Y is an instance of attribute |
| (=> (and (exhaustiveAttribute ?CLASS @ROW) (inList ?ATTR (ListFn @ROW))) (instance ?ATTR Attribute)) |
Merge.kif 490-494 | If @ROW are all the attributes of Y and Z is a member of (@ROW), then Z is an instance of attribute |
| (=> (and (instance ?SAMPLE_COLL Collection) (instance ?POP_COLL Collection) (instance ?EXPERIMENT Experimenting) (instance ?AGENT CognitiveAgent) (agent ?EXPERIMENT ?AGENT) (statisticalPopulation ?SAMPLE_COLL ?POP_COLL ?EXPERIMENT)) (forall (?ATTRIBUTE) (=> (and (instance ?ATTRIBUTE Attribute) (property ?SAMPLE_COLL ?ATTRIBUTE) (inScopeOfInterest ?AGENT ?ATTRIBUTE) (not (equal ?ATTRIBUTE RepresentativeSample))) (property ?POP_COLL ?ATTRIBUTE)))) |
UXExperimentalTerms.kif 501-517 | If All of the following hold: (1) ?SAMPLE_COLL is an instance of collection (2) ?POP_COLL is an instance of collection (3) Z is an instance of experimenting (4) W is an instance of cognitive agent (5) W is an agent of Z (6) ?SAMPLE_COLL is a sample of ?POP_COLL for Z, then For all Attribute V: if ?SAMPLE_COLL the attribute V, W is interested in V, and equal V and representative sample, then ?POP_COLL the attribute V |
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