| | Ed,
I see what he's saying. Assume that p is a statement that's verifiable (e.g., "There is a chair in the room). Assume that q is a statement that's meaningless (e.g., "The not nothings itself"). Now, if we apply the laws of symbolic logic, then from p, we can deduce p or q. In other words, if p, then it follows that p or q. Now since "p or q" is a logical consequence of p, and p is verifiable, it follows that "p or q" is verifiable.
Further, if p is verifiable, then the negation of p is verifiable. If the proposition "There is a chair in the room" is verifiable, then "It is not the case that there is a chair in the room" is verifiable. So if p is verifiable, then not-p is also verifiable. Now if all this is true, then so is the following argument:
Premise 1: p or q Premise 2: not-p Conclusion: Therefore, q
So, we see from this argument that q ("The not nothings itself") -- an obviously meaningless statement -- is nevertheless verifiable. So the author's conclusion is that any statement, no matter how nonsensical it is, is verifiable. But the Logical Positivist verification criterion says that if a statement is verifiable, then it's meaningful. Well, here he's presented what appears to be a counter-example to that, namely a meaningless statement that's nonetheless verifiable.
This, I believe, is his argument. The problem I see with it is that a meaningless statement like Heidegger's "The not nothings itself" doesn't say anything, so how could it be verified as true? Symbolic logic is fine as far as it goes, but it's just a tool whose symbols stand for propositions, and a proposition is, by definition, a meaningful assertion. Since Heidegger's "The not nothings itself" is not a meaningful assertion, it is not a proposition. Therefore, symbolizing it in the language of symbolic notation is illegitimate to begin with.
Nice try, but no cigar. If the verification criterion of meaning is to be refuted, a different approach is clearly needed. This one doesn't do it! Brand Blanshard's book Reason and Analysis presents what I believe to be an effective critique of the verification principle in all of its various incarnations. Blanshard is a philosophical rationalist, but his book is well worth reading.
It might help to present a couple of examples to show just how indefensible the verification principle is. The principle says that a statement is meaningful only if it can be verified empirically. Very well, take the statement, "When you and I look at a blue sky, you experience the same color sensation as I do." Can either of us verify this statement? No. Does that imply that the statement is meaningless? I don't see how. We clearly know what it means, even though we can't verify it empirically. What about the statement, "The soul survives the death of the body." Can that be verified empirically? No. Is it, therefore, meaningless? Of course not. It is perfectly meaningful, even if false.
(Edited by William Dwyer on 1/21, 10:20am)
|
|