In an e-mail, a correspondent poses a problem that I will put in my own way.
BV is alone in a room facing a standard, functioning mirror and he is looking at a man, the man in the mirror. Call that man MM. So in this situation, BV is looking at MM. The question is this. Is BV numerically the same as MM? Or is BV numerically different from MM?
Surely it would be absurd to claim that there are two men in the room, the one facing the mirror and the one in (or behind) the mirror. The sensible thing to say is that MM is a mere image of a man, not a man. And of course it is the image of BV, not of any other man. Accordingly, when BV looks into the mirror, he sees himself via a mirror image. Now most people will stop right here and go on to something else. But philosophers are a strange breed of cat. They sense something below the mundane surface and want to bring it into the light.
Suppose BV points in the direction of the mirror and exclaims, "That's me! Look how beat-to-hell I've become!" But if MM is a mere image of a man, and not a man, then BV is not pointing at himself, the man BV, but at a mere image. This suggests, contrary to the point made in the immediately preceding paragraph, that there is a man in the mirror and that he is identical to BV! In the situation described, we seem to have good reason to affirm both of the following propositions despite their collective inconsistency:
1) BV is pointing at an image, not a man. (Because there is only one man in the room.)
2) BV is pointing at a man. (Because BV is pointing at himself, and BV is a man.)
This has got to be a pseudo-problem, right? Well then, dissolve it!
A Variant Puzzle
Perhaps the following variant of the puzzle is clearer. BV holds up his right hand and looks at it in the mirror. With the index finger of his left hand BV points to the hand in the mirror and says, "That is a beautiful hand!" With that same index finger he then points to the hand he is holding up and says the same thing. Pointing as he is in two different directions, BV is pointing at two different things, each of which is a hand. But then BV has two left hands and one right hand, for a total of three hands — which is absurd. Why two left hands? Because the hand in the mirror is a left hand being the incongruent counterpart of the right hand BV is holding up.
Incongruent counterparts are discussed by Kant in no less than four places, twice in his pre-Critical writings and twice after 1781. More on this later.
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