But we were in agreement on the terms empirical and a priori and it was just a mixup as to which one I was referring to in making the point about Kant creating an “object” and then putting it outside of knowledge’s ability to access. — Antony Nickles
By "ordinary understandings", didn't you mean our assumptions about the mind-independence of the world we experience? Or what? — frank
Is “define your terms!” always or often or ever a legitimate imperative? — Jamal
So is "the chap who wrote Hamlet" a definition of Shakespeare? — Banno
Why bother with Kant. It's confused waffle. Quine and Kripke provide firmer and more fertile ground. — Banno
But to go there, we need to differentiate various sorts of definition, and differing ways to refer. That'd get you past page eight. — Banno
when there are terms that have more than one commonly accepted use, [definitions are] certainly helpful for mutual understanding. — creativesoul
The definition of terms is an interesting case. Kant differentiates between a priori concepts and arbitrary ones, which I take him to mean: technical terms (set aside by Jamal; referred to as “stipulated” by @Banno). He says they are ones (conceptions) that we create, which (unlike the other kinds of concepts) we can define; he says: however we choose, as we created them (which Kant excelled at). — Antony Nickles
Isn't this too absolute?Definitions have no place in philosophy — Jamal
1) Doesn't this contradict the above title and statement of the topic?A definition of a philosophical concept might be required at the beginning of a discussion only in the case that the term is equivocal. — Jamal
Thank you for your efforts in getting us to page eight. :grin: — Jamal
However, he cannot “define” it for you, even for himself. It takes the whole book for him to bring you along with him, to show us the differences to the ordinary use through examples — Antony Nickles
In ancient logic the idea was that a definition picks out something. A bachelor is, by definition, a person, and male and not married, or holding a first degree from a university. — Banno
Here's a definition of the set G: G=df{Frank, the North Pole, electrotherapy}. These items form a set, but perhaps not in virtue of having some universal which is exclusive to just them — Banno
The point is that a definition is an abstract object. — frank
all definitions are sets — frank
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