23311
|
Aristotle sees reason as much more specific than our more everyday concept of it [Aristotle, by Frede,M]
|
|
Full Idea:
It seems that Aristotle does not associate reason primarily with ordinary, everyday thought and reasoning, as we do, but with a much more specific function of reason.
|
|
From:
report of Aristotle (Metaphysics [c.324 BCE], 980b) by Michael Frede - Aristotle's Rationalism p.163
|
|
A reaction:
Although Aristotle is naturalistic, he is also a bit of a dualist, and so is less keen than I am to connect human reason with sensible behaviour in animals.
|
23310
|
Animals live by sensations, and some have good memories, but they don't connect experiences [Aristotle]
|
|
Full Idea:
By nature animals are born with the faculty of sensation, and from sensation memory is produced in some of them, though not in others; therefore the former are more intelligent. …Animals live by appearances and memories, with little connected experience.
|
|
From:
Aristotle (Metaphysics [c.324 BCE], 980a28-)
|
|
A reaction:
I assume that larger animals make judgements, which have to rely on previous experiences, so I think he underestimates the cleverest animals. We now know about Caledonian Crows, which amaze us, and would have amazed Aristotle.
|
23794
|
Some representational states, like perception, may be nonconceptual [Evans, by Schulte]
|
|
Full Idea:
Evans introduced the idea that there are some representational states, for example perceptual experiences, which have content that is nonconceptual.
|
|
From:
report of Gareth Evans (The Varieties of Reference [1980]) by Peter Schulte - Mental Content 3.4
|
|
A reaction:
McDowell famously disagree, and whether all experience is inherently conceptualised is a main debate from that period. Hard to see how it could be settled, but I incline to McDowell, because minimal perception hardly counts as 'experience'.
|
16366
|
The Generality Constraint says if you can think a predicate you can apply it to anything [Evans]
|
|
Full Idea:
If a subject can be credited with the thought that a is F, then he must have the conceptual resources for entertaining the thought that a is G, for every property of being G of which he has conception. This condition I call the 'Generality Constraint'.
|
|
From:
Gareth Evans (The Varieties of Reference [1980], p.104), quoted by François Recanati - Mental Files 5.3
|
|
A reaction:
Recanati endorses the Constraint in his account of mental files. Apparently if I can entertain the thought of a circle being round, I can also entertain the thought of it being square, so I am not too sure about this one.
|
9077
|
Mathematicians suppose inseparable aspects to be separable, and study them in isolation [Aristotle]
|
|
Full Idea:
Study things as mathematicians do. Suppose what is not separable to be separable. A man qua man is an indivisible unity, so the arithmetician supposes a man to be an indivisible unity, and investigates the accidental features of man qua indivisible.
|
|
From:
Aristotle (Metaphysics [c.324 BCE], 1078a19)
|
|
A reaction:
This is the abstractionist view of mathematics. Qua indivisible, a man will have the same properties as a toothbrush. Aristotle clearly intends the method for scientists as well. It strikes me as common sense, but there is a lot of modern caution.
|