A comment of Kati Farkas’ was too interesting not to comment on, but commenting on it in the thread on Philippe’s post would have been off topic. New post, new(ish) topic, problem solved. I’m particularly interested in this remark, which captures an intuitive motivation often offered on behalf of internalism:
Philippe, you ask for the “pre-theoretical (intuitive) motivations” for internalism. Here is one: Pegasus and unicorns don’t exist, but we can think about them. The same on large scale: if the world didn’t exist, and you were deceived by an evil demon, so that everything would seem the same to you, you could still have all the same thoughts as you have now. Even if you were raised as a victim of a demon, or as a brain in a vat from your birth, you could still think the same thoughts as you can now.
Externalists have to deny this, and come up with some other story about what, if anything is going on in the BIVs’ mind, but I think initially (and indeed after mature consideration) the internalist view is much more convincing.
The explanatory challenge she raises isn’t one I can meet. My own intuitive sense as to what we should say about empty singular thoughts is diametrically opposed to this one, and that’s what I want to focus on. This won’t come as a surprise to those who know me as I’m an externalist about everything. I thought I’d explain why I think empty singular thoughts cause trouble for the internalist and confess that while I can see a strategy for solving this problem, I lack the imagination to see the solution through to its completion. This post is half argument, half bleg.
Forget about the kind thought and focus on the Pegasus thought. It strikes me that there is a fact about this sort of thought that the internalist has trouble explaining. There’s an asymmetry between singular thoughts expressed by names that lack bearers and the thoughts expressed by names that have bearers. Consider:
(1) Pegasus loves strawberries.
(2) Olivia loves strawberries.
Neither of these claims are true, I assure you. Olivia, my puppy, doesn’t love or hate strawberries. She’s never had them. I suppose that in a different world, (2) could have been true. The world isn’t hard to describe. It’s a world in which Olivia has tried strawberries and (wait for it) she loves them. On the other hand, (1) couldn’t have been true. This difference in the modal properties of these two thoughts seems hard to explain in internalist terms. Moreover, the modal properties of a thought seem essential to it, in which case essential aspects of a thought (e.g., the thought expressed by (1) or (2)) depend upon more than just what’s going on locally with someone who considers (1) or (2).
Not everyone has the sort of unfiltered access to the third realm that I’ve been blessed with. That’s why not everyone is an externalist about everything. Okay, that was tongue in cheek. If an argument is needed to support my view about (2), here it is. Suppose that I’m wrong and suppose that (2) is false but could have been true. Suppose that in w1, my intrinsic duplicate believes what he expresses when he says ‘Pegasus loves strawberries’. w1 is the world that the internalist claims would make my thought that Pegasus loves strawberries true. Suppose in w2, my intrinsic duplicate also believes what he expresses when he says ‘Pegasus loves strawberries’. Suppose in w1, this thought is true and that the thought thought in w2 is true, but none of the winged horses that exist in w1 exist in w2. If we assume that ‘Pegasus’ rigidly designates, we get a contradiction. Either names don’t rigidly designate, it can’t be that the thoughts thought in w1 and w2 could be true, or it couldn’t be that the stables in w1 and w2 contain different winged horses. Names do rigidly designate, the internalist can’t say that the thoughts in w1 and w2 aren’t both true, and it seems desperate to say that the stables in w1 and w2 contain different horses.
Alright, so let’s just say that we treat (1) and (2) differently in the respect I’ve suggested we should. I suppose that there must be a way of dealing with this worry given the resources of a sophisticated descriptivism, but I’m most unclear how the details should work. I suppose it must be like this. The description associated with a name, ‘N’, is associated with ‘N’ in virtue of the intrinsic makeup individual (otherwise the view wouldn’t be internalist) and the description is rigidified so that in a modal context such as:
(3) Pegasus could have loved strawberries.
we really have something like this:
(4) There’s a world in which the actual winged horse loves strawberries.
Since there is no actual winged horse, we get the result that we want. Because the description ‘the winged horse’ isn’t actually satisfied, we get a necessarily empty thought associated with the thoughts expressed by our use of ‘Pegasus’.
There’s a problem with this move, however. I didn’t think (1) yesterday, but I could have. I didn’t think (4) yesterday and I couldn’t have thought that the thought expressed by (4) is true yesterday. I,f ‘actually’ works in the way it must if we’re to ‘go descriptivist’ to account for the fact that there is no way for (1) to have turned out to be true but ways for (2) to have turned out to be true, the thought I would have expressed by (4) had I thought it a day earlier would be different from the thought I now think.
Compare. I think, now:
(5) The puppy is now sitting on my feet.
That’s also not true, she’s in the corner. I couldn’t have thought that (5) was true yesterday. If I thought what (5) would have expressed if thought yesterday, the proposition I would have considered would have been different from the one I’m now considering. [Why? The puppy could have sat on my feet yesterday even if it isn't sitting there as I write these words].
How does an internalist fix this?
It’s easy enough to imagine that as some legend has been passed down through the ages, its legendary origin was lost, and people started to treat it as a story of real events. I believe Pythagoras was a real person – but suppose he wasn’t; would this fact change my thoughts about him? I think that on first reflection, the overwhelmingly plausible reply is no. That’s because nothing would change in me, so even if my Pythagoras thoughts are all false, instead of at least some of them being true, they would be the same thoughts nonetheless.
Perhaps this initial impression has to be given up under the pressure of arguments, but would you really say that for example your argument about w1 and w2 and so on has as much of a direct intuitive support as this simple consideration about Pythagoras? And all I was doing here was offering some intuitive support for internalism; I know that a conclusive argument would take much more.
But then, of course, intuitions are just opinions, and you probably don’t share mine. Let me address your argument.
I understand the setup as follows:
In @: Pegasus doesn’t exist, and “Pegasus likes strawberries” (P) is false.
In w1: Twin1-Clayton (your internal duplicate) believes what he expresses by “P”, and this a world which, according to the internalist, makes P true.
In w2: Twin2-Clayton also believes “P”, and the thought he expresses is true, but none of the winged horses that exist in w1 exist in w2.
This scenario is supposed to lead to problems for the internalist. But I don’t understand how the scenario is possible in the first place.
On the internalist view, Twin1-Clayton in w1 expresses the same belief by “Pegasus likes strawberries” as Clayton does. According to the setup, this belief is true – but then Pegasus must exist in w1, since otherwise how could Twin1-Clayton truly believe that Pegasus likes strawberries? Further, the setup says that none of the winged horses in w1 exist in w2 – consequently, Pegasus, one of the winged horses in w1, doesn’t exist in w2. But then how could Twin2-Clayton’s belief that Pegasus likes strawberries be true?
You say “the internalist can’t say that the thoughts in w1 and w2 aren’t both true”, but this is precisely what I’d like to say. I probably missed something – what is it?
Left by Kati Farkas on January 20th, 2007