Plausibly:
- There is a “minimal humanly observable duration” (mhod) such that a human cannot have a conscious state—say, a pain—shorter than an mhod, but can have a conscious state that’s an mhod long.
The “cannot” here is nomic possibility rather than metaphysical possibility.
Let δ denote an mhod. Now, suppose that you feel a pain precisely from t0 to t2. Then t2 ≥ t0 + δ. Now, let t1 = t0 + δ/2. Then you feel a pain at t1. But at t1, you only felt a pain for half an mhod. Thus:
- At t1, that you feel pain depends on substantive facts about your mental state at times after t1.
For if your head were suddenly zapped by a giant laser a quarter of an mhod after t1, then you would not have felt a pain at t1, because you would have been in a position to feel pain only from t0 to t0 + (3/4)δ.
But in a universe full of quantum indeterminacy:
- These substantive facts are contingent.
After all, your brain could just fail a quarter of an mhod after t1 due to a random quantum event.
But:
- Given an open future, at t1 there are no substantive contingent facts about the future.
Thus:
- Given an open future, at t1 there is no fact that you are conscious.
Which is absurd!
No comments:
Post a Comment