6th in free-will series
Will you—or
won’t you—take an M & M candy in the next minute after it’s placed in front
of you? In this thought experiment, we assume that I’m able to predict your
action with absolute accuracy based on physics. I inform you that I predict you’ll
take the candy, but you’re a rebellious sort, and just to prove you’re no
automaton, you decide on defiance. Your proneness to disconfirm predictions
deliberately seems to render impossible any prediction of your choice, provided
you’re informed of it in advance. But remember I can predict your choice.
At least
one of the following assumptions concerning the physical possibilities must be false to remove
the contradiction:
1. That it’s physically possible that
you be informed of a deterministic prediction when you’re indifferent to the
alternatives
2. That it’s physically possible to
predict your behavior precisely
3. That it’s physically possible for
you to defy the prediction
A. Because you don't want to defy it
B. Because you won't be able to defy it
despite wanting to
The possibility of conveying a
precise prediction (No. 1)
It might be
claimed that physics precludes that you could ever be informed of a determinate
prediction when you’re indifferent to the alternatives, since you’ll be moved
to falsify it. But if perfect prediction is possible, conveying its substance
should be easy: no barriers are apparent.
The possibility of predicting
precisely (No. 2)
We may try
denying the second assumption, that precise prediction of your behavior is
possible. It might be said that human organisms aren’t the kind of systems that
can be predicted precisely. But again, one must wonder why not. Organisms are
but clumps of matter; they can be described as systems in biological terms, but
otherwise they are no less subject to purely physical description than other
purely physical systems. No specific barrier limits prediction of biological
systems when they’re conceived as physical systems.
The possibility of defying the
prediction: You won’t want to defy it (No. 3A)
The
possibility of defying the prediction must be questioned. Perhaps you won’t
choose to be negative, your character and personality notwithstanding. But the truth of the prediction doesn’t affect
any of the things that we use to attribute a reactant tendency to infer what
you want to do; its truth affords no cause for bringing other motives into
play. A true prediction confronts you no differently from a false prediction: whether
the prediction happens to be true or false has in itself no bearing on how it’s
received.
The possibility of defying the
prediction: You can’t defy the prediction despite wanting to (No. 3B)
Having
excluded the other possibilities, we should conclude that you will confirm the
prediction despite not wanting to confirm it. This result is due to your taking
of the candy being a physical act, which must conform to physical prediction,
whereas having an attitude of wanting
is identified by psychological criteria and does not necessarily conform to any
specific physical criteria.
A note on quantum indeterminacy
Although
the ground is well traveled by others, I should say a couple of words about quantum
mechanics in its bearing on whether absolutely true predictions really are physically
possible. First, the relevant macroscopic
states are essentially deterministic. Second,
quantum uncertainty doesn’t explain why in the thought experiment you would
want determinately according to your
character, for which expectation I argue.
Conclusion
The thought
experiment serves as an “intuition pump” (Daniel Dennett) concerning the incongruence between mentalistic and physical concepts. Compatibilism is the
doctrine that the world can be deterministic despite your ability to exercise “volition.”
Compatibilism thus implies that in describing our “wants” we describe a real
cause of our behavior.
Mental
concepts, such as "wanting," refer only fictitiously. They serve fallibly to enhance foresight about our behavior and that of other
people. Fatally for compatibilism, the thought experiment accentuates that fallibility.