17555
|
'One' can mean undivided and not a multitude, or it can add measurement, giving number [Aquinas]
|
|
Full Idea:
There are two sorts of one. There is the one which is convertible with being, which adds nothing to being except being undivided; and this deprives of multitude. Then there is the principle of number, which to the notion of being adds measurement.
|
|
From:
Thomas Aquinas (Quaestiones de Potentia Dei [1269], q3 a16 ad 3-um)
|
|
A reaction:
[From a lecture handout] I'm not sure I understand this. We might say, I suppose, that insofar as water is water, it is all one, but you can't count it. Perhaps being 'unified' and being a 'unity' are different?
|
19678
|
Strong foundationalism needs strict inferences; weak version has induction, explanation, probability [Kvanvig]
|
|
Full Idea:
Strong foundationalists require truth-preserving inferential links between the foundations and what the foundations support, while weaker versions allow weaker connections, such as inductive support, or best explanation, or probabilistic support.
|
|
From:
Jonathan Kvanvig (Epistemic Justification [2011], II)
|
|
A reaction:
[He cites Alston 1989] Personally I'm a coherentist about justification, but I'm a fan of best explanation, so I'd vote for that. It's just that best explanation is not a very foundationalist sort of concept. Actually, the strong version is absurd.
|