Richard Marshall, a writer for 3am Magazine, has been interviewing philosophers. After interviewing a long list of distinguished philosophers, including Peter Carruthers, Josh Knobe, Brian Leiter, Alex Rosenberg, Eric Schwitzgebel, Jason Stanley, Alfred Mele, Graham Priest, Kit Fine, Patricia Churchland, Eric Olson, Michael Lynch, Pete Mandik, Eddy Nahmais, J.C. Beal, Sarah Sawyer, Gila Sher, Cecile Fabre, Christine Korsgaard, among others, they seem to be scraping the bottom of the barrel, since they just published my interview. I had a great time engaging in some Existential Psychoanalysis of myself!
–Runner Up– News Flash: Philosophy Sucks!
Philosophy is unavoidable; that is part of why it sucks!
Is Russellian Monism committed to epiphenomenalism about consciousness? Dave Chalmers argues that it is not.
Karen Bennett argues that the causal exclusion argument provides an argument for physicalism and that non-reductive physicalism is not ruled out by it. I argue that she is wrong and that the causal exclusion argument does cut against non-reductive physicalism.
Chalmers argues that the zombie argument goes through even without an appeal to the claim that the primary and secondary intension of ‘consciousness’ coincide. I argue that it doesn’t. Without an appeal to transparency we cannot secure the first premise of the zombie argument.
Does conceiving of zombies require that we be able to know that zombies lack consciousness? It seems like we can’t know this so there may be a problem conceiving of zombies. I came to be convinced that this isn’t quite right, but still a good post (plus I think we can use the response here in a way that helps the physicalist who wants to say that the truth of physicalism is conceivable…more on that later, though)
Can we have phenomenology that is indeterminate? James Stazicker thinks so.
I was asked to write a short piece highlighting some of the major figures and debates in the philosophical study of consciousness for an intro textbook. This is what I came up with
Dennett’s response to the overflow argument and why I think it isn’t very good
This was big year for me in that I came into possession of some long-lost recordings of my death metal band from the 1990’s as well as some pictures. This prompted me to write up a brief autobiography of my musical ‘career’
A collection of philosophical jokes that I wrote plus some others that were prompted by mine.
Some reflections on Ned Block and Jake Berger’s response to my claim that higher-order thoughts just are phenomenal consciousness
I sometimes get asked why I take a priori reasoning seriously; after all empiricists should eschew such talk! Real empiricists do not engage the rationalist on their own turf…in true Type-Q style I should deny that there is an a priori/a posteriori or an analytic/synthetic distinction and deny as well that talk of possible worlds is meaningful. But I don’t.
Let us define A Priori knowledge as follows
APK=def justified necessarily true belief
Let us define A Priori justification as follows
APJ=def justification that is not based on experience (i.e. not based on sensing, perception, memory or introspection)
A Priori justification usually takes the form of a ‘rational seeming’ which phenomenologically is a kind of ‘seeing’ that something could or couldn’t be the case. One has an immediate intuition that the proposition couldn’t possibly be true (or false). So, for example, when I consider simple propositions like that A=A, ((P–>Q) & P) –>Q, and (P v ~P) <–> ~(P & ~P) I find it unimaginable that they could be false. It is this phenomenology which leads people to argue along the lines of ++
++ APJ –> APK
Since it seems to one unimaginable that P is false (or true) one concludes that it must be true (i.e. that it is necessarily true). It is also taken to be the case that the history of philosophy has demonstrated that experience cannot teach that something is necessary and so APJ is the only route to APK.
Now as an empiricist I want to deny that we have a priori knowledge but I want to allow there to be a priori justification. In other words I want to allow that rational seemings can provide justification even though they don’t provide (necessary) knowledge this is because rational seemings are, according to me, ultimately themselves dependent on how the world turns out. Suppose for the sake of argument that the above simple propositions are not in fact necessarily true. Suppose that they are just extremely well confirmed empirical generalizations. That is, suppose that the regularities of our Humean world regularly, and up until now reliably, provide us the kinds of experiences that justify instances of these propositions. Suppose further that you have organisms evolving in this environment. These organisms will likely develop systems that encapsulate these propositions. To these organisms these propositions will seem to be unimaginably false (or true) but they are not necessary truths (ex hypothesi) and they are ultimately justified by the organism’s ancestor’s experiences. But these propositions are true; it’s just that they aren’t necessarily true. So one can have knowledge that has a priori justification but that is not a priori knowledge. Now I am not here trying to give an argument for this view. I only mean to be pointing out that this is perfectly compatible with the empiricist view and so if one is careful one can be an empiricist and still think that we can have knowledge on the basis of a priori reasoning.
So far I have been only talking about knowledge of how the world actually is. Nothing has been said about the way it could be. reasoning about modality seems to me to be fundamentally rooted in our ability to imagine or conceive of various situations. Conceivability has traditionally thought to be a guide to what is possible and to be bounded only by what is contradictory. That this be true is certainly conceivable (just as is the empiricist version above). We may not know that it is true but it does seem like a possibility. So, for instance, it is almost impossible to see what it could even mean to say that (A=A) is false…I mean that would have to mean that there was some thing picked out by ‘A’ which was identical to itself in some conceivable situations but was not identical to itself in other conceivable situations. That just intuitively seems contradictory! But, wait, we can have rational seemings in the absence of necessary truth. So, famously, when some people offered “proofs” of the parallel postulate they were accepted as correct until some mistake in the proof was discovered. If so, then there was a time when people could have a priori justification for something which turns out to be demonstrably false. So perhaps our intuition that justifies our belief in (A=A) and the like are also suspect. As a counter example David Rosenthal talks about identity statements like (A=A) beg the question by assuming the notion of rigid designation. If one doesn’t assume that it is of course not necessary. But it seems to me that the 2-D response has legs here: we can have both. Intuitions about rigidity are explained by the secondary intension and the corresponding kinds of possibility. Intuitions about the non-necessity of identities are explained by the primary intension and the corresponding kind of possibility. In short then as long as we see rational intuition as defeasible justification (defeasible in particular by experience) then we can accept the a priori justification of (A=A) in the absence of defeaters which we have yet to find anyway
To sum up then; I think I can know that for any A, A=A a priori but not that (A=A) yet even so I think that I have good justification for believing (A=A) and ~(P & ~P) and so we have good justification of modal talk.
Descartes argues that God could not be a deciever and so his clear and distinct ideas, which presented themselves to him as self-evidently true, really were necessary truths. If it was the case that Descartes had this strong belief that there are physical objects when there weren’t any really then God would be the Evil Demon; but that isn’t possible. God wouldn’t allow Descartes to be decieved in this way. I often joke that Descartes must not have read the Book of Job because God does allow Job to be decieved (though, it is true that God is not the one doing the decieving) into thinking that it is God who is the one responsible for Job’s misfortunes. But actually, after having thought about it for a bit I now think there is a serious problem for Cartesian epistemology here.
How are we supposed to rule out that we are not in some Job-like situation in which God allows the Evil Demon to decieve us into thinking that there is a physical world (in order to test us or whatever). So even if you grant all of Descartes’ premises you still don’t really have any justification to believe in the existence of the physical world because you can’t rule out this final Evil Demon scenerio (i.e. the one where God allows him to decieve you).
I am back from my vacation in Liberty City 🙂
Seriously though, gta 4 is a lot of fun and very addictive!
I have recently been very interested in showing that rationalism is hopeless. To be open, I confess that I used to be a rationalist when I was younger. When I first started studying philosophy I was very influenced by Descartes and found his talk of clear and distinct ideas and ‘the light of nature’ very compelling. There is no suprise here, as rationalism has been the dominant view in the Western tradition since its inception. But, as rationalists like Bonjour admit, rationalism has suffered several notorious and embarrassing setbacks. Perhaps the first of which goes back to Gallileo showing empirically that Aristotle’s physics was wrong in assuming that heaverier bodies fall faster than lighter bodies. More dramtically, perhaps, is the discovery of non-Euclidean geometry which showed that various of the fundamental postulates of geometry were not necessary (like the parralel postulate). We should perhaps add to this the discovery of Russell’s paradox and the various self-referential semantic/syntactic problems (i.e. Godel, the liar, etc) which have led to the development of alternative logics.
What this shows is that intellectual seemings are fallible. It cannot therefore be argued that something seeming to need no empirical support and seeming to be justified purely by reason is enough to establish that the fact in question is really justified independently of experience or not. So, take 1+1=2. It certainly seems that this is true, in fact it is hard for me to imagine how it could be otherwise. There is a strong subjective sense of certainty that I experience when I think about it. All of this is no doubt true. But we have as of yet no reason to think that it is REALLY necessary, or that its justification is independant of experience. This is because we can not tell a priori whether the intelectual seeming is indeed correct. This shows that rationalism is in serious trouble. There is no other reason to take rationalism seriously other than the strong pull these rational insights have on us.
One might want to reply by saying that is overly skeptical. We shouldn’t abandon a priori knowledge just because we have mistakenly identified somethings as necessary which weren’t. So too, the objector goes on, just because we hallucinate doesn’t mean that we don’t normally see objects. Fair enough. But then what we need is an actual account to back this up. What is the difference between the cases? We can give that in the empirical case. We can describe ways in which we could find out whether the person was hallucinating or not based on our ability to monitor the brain of the animal in question and our visual impressions of the experimental set up. We can give a sketch, if not every detail, of a story which desribes how the brain interacts with the enviornment it finds itself in and generates representations of that environment. But can you do the same for rationalism? To date no one has. What is an eternal, necessary, non-physical/non-natural object like a number or modus ponens really like? How do we interact with it? No one knows. How could they?
Now this would be a pressing concern if it were impossible for us to fully understand the world we live in except for the truth of rationalism. But this certainly isn’t the case. We have good candidates for materialistic accounts of every disputed area. For instance, in the area I know most about, we have the mind-brain identity theory and the higher-order theory of consciousness. I do not mean to say that we know that they are true, but only that they are viable candidates. For all we know right know they could be true. They have not been absolutely refuted by any a priori arguments, nor have they shown themselves to be inconsistent with the findings of science, quite the converse actually. As for math and logic we have either constructivism or Mill’s view that they are empirical generalizations (I interpret this to mean that they are an attempt to model the way that the physical world works and to grow into Quine’s indispensibility argument that the justification for mathematic is empirical), or a more modern version of deflationism or fictionalism about this stuff. The same is true for ethics.
Again, none of these has been demonstrated to be correct. The point, rather, is that we should prefer natuaristic/materialistic accounts ove their non-natural/non-physical competitors. They automatically become more plausible because of their reliance on the more plausible empiricist/scientific account of knowing.
Tanasije has recently offered up Einstein as an example of how empirical science is dependent on a priori knowledge. His point seems to be that once Einstein had his two fundamental principles (i.e. the principle of relativity and the principle of the constancy of the speed of light) he was able to use ‘pure reason’ and deduce a priori the rest of his physics. But the question of a priori knowledge, I think, is the question of the status of the first principles and the status of the rules that we use to deduce the rest of the physics. It is only if you think that the two principles + rules for deduction are known to be necessary facts about the nature of reality independently of experience and solely by reason.
The empiricist can account for what Einstein did; the two principles followed from empirically validated theories of the time (the principle of relativity is stated by Galileo and is a part of Newtonian physics as Einstein knew it and the constancy of light is predicted by Maxwell’s equations). The rules that are used to deduce (i.e. classical logic) are highly useful empirical generalizations. So Einstein does indeed start from first principles and deduce physics (if that is indeed what happened), but nothing in the story told by the empiricist is really independent of experience.
In order to have some serious rationalism going on, one would have to add to Tanasije’s accoount the claim that Einstein’s principles and the rules of classical logic are known by reason to be necessary facts about reality. Einstein does seem to cite a thought experiment as evidence for the constancy of the speed of light. He says he imagines chasing after a beam of light. What would it look like? If Einstein could catch up with the beam and look at it how would see the light standing still, which is unintuitively odd. So, he must not actually be able to catch up to the beam. But the only way that that is possible is if its speed were constant relative to Einstein no matter how fast he went. QED.
But is this really evidence for rationalism? Not quite. Some scientists (Paul Davies, for instance) think that that the speed of light may have been slowing down since the Big Bang. What is going on here seems to be this. We have a theory wich is the one that best unites disperate phenomena and is empirically adequate. We usually have outlying data and often scientists take creative leaps to integrate these outlying data points and thereby unite more disperate phenomena and provide greater empirical adequacy. It is plausible to think that Einstein himself was motivated by a conflict between theories he found intuitively compelling for the reasons cited above.
The moral of the story? Intuitions are theory driven and not ‘tother way ’round!
In a series of earlier posts I have been giving an evolutionary argument against rationalism. In the course of doing so I have appealed to Devitt’s abduction argument. But I also think we can give an a priori argument against rationalism. That is, an argument to the effect that the empirical method is the only way to know anything about reality.
Is it conceivable that there are absolutely no necessary truths? It would seem not. For that would mean that it was true in every possible world that there were no necessary truths but if that were the case then it would be a necessary truth that there are no necessary truths (since it is true in all possible worlds) and that would make it false that in every possible world that there are no necessary truths. So we derrive a contradiction from the assumption that every truth is contingent and so must conclude that there is at least one necessary truth.
But is it contradictory to think that there were only one necessary truth? Could it be necessary that everything (other than this statement) was contingent? My intuition tells me that it is a neccesaary fact about reality that everything (besides this fact) is contingent. If you take the time to clearly and distinctly think about matters you will come to see, by the light of reason, that everything is necessarily such that it is contingent. This is because each thing which is claimed to exist of necessity can be conceived not to be necessary. And the claim that it is either necessary that p or necessary that not p can be conceived to be false as well, as when I conceive that numbers exist as non-physical objects in some possible worlds and do not exist at all in others.
According to the rationalist it is conceivable, so possible, that there be just this one necessary truth. Since it is possible that it is necessary, it is necessary. So we can have a priori knowledge about the world, but it consists in this only: we must know the world via the empirical method.