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9455
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Maybe proper names have the content of fixing a thing's category [Bealer]
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Full Idea:
Some say that proper names have no descriptive content, but others think that although a name does not have the right sort of descriptive content which fixes a unique referent, it has a content which fixes the sort or category to which it belongs.
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From:
George Bealer (Propositions [1998], §7)
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A reaction:
Presumably 'Mary', and 'Felix', and 'Rover', and 'Smallville' are cases in point. There is a well known journalist called 'Manchester', a famous man called 'Hilary', a village in Hertfordshire called 'Matching Tie'... Interesting, though.
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9454
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The four leading theories of definite descriptions are Frege's, Russell's, Evans's, and Prior's [Bealer]
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Full Idea:
The four leading theories of definite descriptions are Frege's, Russell's, Evans's, and Prior's, ...of which to many Frege's is the most intuitive of the four. Frege says they refer to the unique item (if it exists) which satisfies the predicate.
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From:
George Bealer (Propositions [1998], §5)
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A reaction:
He doesn't expound the other three, but I record this a corrective to the view that Russell has the only game in town.
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11990
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'Haecceitism' says that sameness or difference of individuals is independent of appearances [Kaplan]
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Full Idea:
The doctrine that we can ask whether this is the same individual in another possible world, and that a common 'thisness' may underlie extreme dissimilarity, or distinct thisnesses may underlie great resemblance, I call 'Haecceitism'.
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From:
David Kaplan (How to Russell a Frege-Church [1975], IV)
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A reaction:
Penelope Mackie emphasises that this doctrine, that each thing is somehow individuated, is not the same as believing in actual haecceities, specific properties which achieve the individuating.
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11991
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If quantification into modal contexts is legitimate, that seems to imply some form of haecceitism [Kaplan]
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Full Idea:
If one regards the usual form of quantification into modal and other intensional contexts - modality de re - as legitimate (without special explanations), then one seems committed to some form of haecceitism.
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From:
David Kaplan (How to Russell a Frege-Church [1975], IV)
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A reaction:
That is, modal reference requires fixed identities, irrespective of possible changes in properties. Why could one not refer to objects just as bundles of properties, with some sort of rules about when it ceased to be that particular bundle (keep 60%?)?
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9452
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Propositions might be reduced to functions (worlds to truth values), or ordered sets of properties and relations [Bealer]
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Full Idea:
The reductionist view of propositions sees them as either extensional functions from possible worlds to truth values, or as ordered sets of properties, relations, and perhaps particulars.
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From:
George Bealer (Propositions [1998], §1)
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A reaction:
The usual problem of all functional accounts is 'what is it about x that enables it to have that function?' And if they are sets, where does the ordering come in? A proposition isn't just a list of items in some particular order. Both wrong.
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9451
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Modal logic and brain science have reaffirmed traditional belief in propositions [Bealer]
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Full Idea:
Philosophers have been skeptical about abstract objects, and so have been skeptical about propositions,..but with the rise of modal logic and metaphysics, and cognitive science's realism about intentional states, traditional propositions are now dominant.
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From:
George Bealer (Propositions [1998], §1)
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A reaction:
I personally strongly favour belief in propositions as brain states, which don't need a bizarre ontological status, but are essential to explain language, reasoning and communication.
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7903
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The six perfections are giving, morality, patience, vigour, meditation, and wisdom [Nagarjuna]
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Full Idea:
The six perfections are of giving, morality, patience, vigour, meditation, and wisdom.
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From:
Nagarjuna (Mahaprajnaparamitashastra [c.120], 88)
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A reaction:
What is 'morality', if giving is not part of it? I like patience and vigour being two of the virtues, which immediately implies an Aristotelian mean (which is always what is 'appropriate').
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