What? All of them?

First define your raven.

Today's problem is about claiming all x are y and proving the assertion to be so. The declaration is that "All ravens are black". The philosopher gets out of trying to prove the claim by defining ravens as black and essentially denying any black bird of the corvida species is a raven. As someone points out, what happens if the raven catches a disease which turns it green temporarily? Is it still a raven during that time?

I guess there are two problems. One is how to prove that all instance of x are y whether they're dead, alive, or yet to come; the other is a matter of definition, because if something ceases, at least for a time, to satisfy a definition, does it cease to be that thing?

Oh, ah. According to the discussion, we're into the world of a priori vs. a posteriori which (and I hate these terms, to be honest, and understand them vaguely at best) are basically behind the whole rationalist vs. empiricist debate. I suppose with the whole "ravens are black" problem, you either try to reason that that's the case (a priori) or you have to examine the lot (a posteriori). By defining ravens as black, the philosopher is being analytic (so, too, "all unmarried men are bachelors").[1]

Notes.
1. I think this is right. The moment you start saying "analytic" and "synthetic", I think of sentences such as "The sun made the room bright" (analytic) and "The sun brightened the room" (synthetic), where "brighten" is a derived (i.e., synthetic verb) meaning "to make bright".

Comments

Anonymous said…
where in Zhong guo are you teaching the Yingyu?

hek

http://chicanohek.blog.com

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