Metaphysics: Mind-Body Dualism발음듣기
Metaphysics: Mind-Body Dualism
I teach philosophy at MIT, and today I'm going to explain an argument for so-called mind-body dualism, the view that we are not physical or material things.발음듣기
And if we're not physical or material things, the natural alternative is that we're mental things of some kind.발음듣기
On this view, the universe contains two quite different sorts of things: physical bodies like stones and planets and brains on the one hand, and non-physical minds on the other.발음듣기
If I smash my watch into tiny pieces or throw it in a furnace, that's the end of this beautiful piece of Swiss engineering.발음듣기
The watch doesn't exist anymore. Similarly if your body is devoured by worms or consumed in a crematorium, that's the end of this beautiful piece of biological engineering.발음듣기
Your body doesn't exist anymore. So, if you're a physical thing, a complicated bag of cells, then your eventual bodily destruction means that there's no hope for immortality.발음듣기
So, if you're invested in the prospect of life after death, a lot hangs on the argument for mind-body dualism.발음듣기
The seventeenth-century philosopher Rene Descartes is the most famous proponent of mind-body dualism, and that's why the view is sometimes called "Cartesian dualism."발음듣기
You'll remember Cartesian coordinates from high school geometry, and Descartes invented those.발음듣기
His most famous work is called "Meditations on First Philosophy," which was published in Latin in 1641.발음듣기
And the sub-title promises that the work will demonstrate the existence of God and the immortality of the soul.발음듣기
We can only do so much in a few minutes, so we'll have to leave the demonstration of the existence of God for another episode of Wi-Phi.발음듣기
Now the argument I'm going to present is not quite Descartes's argument as we find it in the Meditations.발음듣기
It's basically a variant of Descartes's argument, given by the contemporary philosopher Saul Kripke in his classic book "Naming a Necessity," which was published in 1980.발음듣기
But even with the simplifications, I think we can see that it certainly leads to an argument that deserves to be taken seriously.발음듣기
If you decide to get some aspirin, that will result in Bert moving towards the medicine cabinet.발음듣기
Okay, so that's the conclusion. So now, to prepare for the premises of the argument, we need a distinction, between truths that could have been false and truths that could not have been false.발음듣기
Plumbing might have struck me as a more fulfilling and secure career than philosophy, and I might have studied for a plumbing certificate instead of studying for a PhD in philosophy.발음듣기
Evolution could have failed to produce any dinosaurs, or life might not have evolved at all.발음듣기
For example, here's a logical truth: either there were dinosaurs, or there were no dinosaurs.발음듣기
It couldn't have been otherwise. However the world turned out, that logical truth would have been true.발음듣기
If you're inclined to doubt this, you're probably thinking of some different, but related, truth that could have been false.발음듣기
The first truth is not about language, although of course it is stated in language, like truths in general.발음듣기
Suppose that's true. Then, since it's just like the Obama example, it's one of those truths that could not have been false.발음듣기
For example, you can imagine being disembodied, not having a body at all or you can imagine that you have another body, Bertha, not Bert.발음듣기
Imagining these situations is not at all like imagining, or trying to imagine, say, a situation in which there's a round square table.발음듣기
But there seems nothing at all impossible about a situation in which you exist without Burt existing, perhaps because you're disembodied, perhaps because you have Bertha and not Bert as your body.발음듣기
But if you could have existed without Bert existing, then it could have been false that you are Bert.발음듣기
So now notice that the second premise is the negation of the sentence after the word "then," in the first premise.발음듣기
And premises of this form logically imply, by a rule of inference called "modus tollens," "not P."발음듣기
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