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> Neither random nor deterministic, but free. What does that mean, though? It seems to me that a mixture of randomness and determinism covers all logically pos
by breuleux 5y ago
> Neither random nor deterministic, but free.
What does that mean, though? It seems to me that a mixture of randomness and determinism covers all logically possible systems. I don't understand what "free" is supposed to represent at all. The Free Will Theorem is about certain events not being a function of the past, but does it exclude randomness? How does it do that?
- nahuel0x 5y agoThat's the crux of it. Free will is an elusive concept who sits over randomness and determinism, being neither of them. We stick to it because it reflects our internal sensation, "I'm choosing this", and because is related to the consciousness/subjective problem ("I feel this"), not mentioning historical baggage.
- breuleux 5y agoIsn't a simpler explanation that we're just... wrong about what we're feeling? My thought about this is that the feeling of free choice that we have stems from a form of irreducible epistemic uncertainty: we can't know what we are going to do before we do it, because our knowledge would influence our action. Furthermore, when choosing between A and B, we may use our self-concept to simulate our choices, meaning that by necessity our self-model is non-deterministic: it indeed performs several different choices during deliberation. I think our error is that we mistake epistemological uncertainty for metaphysical uncertainty, and the non-determinism of our self-model for the non-determinism of our real self.
- meroes 5y agoAbsolutely, free will may be a feeling and largely due to incomplete knowledge and not fundamental. But is it the simpler explanation? That is hard to answer. On the one hand Many Worlds is "simple" and deterministic, on the other hand the complexity of the universe is so much greater. A stochastic model like GRW is also simple in the sense there is only one world, and all particles have a regular chance of random collapse. Also Many Words doesn't just provide the (classical picture)*(number of worlds), so it isn't even that "simple". There is nonlocal structure to the global wavefunction. The worlds don't split into any possible worlds; if one splits one way the others have to split into the other possible choices. These global correlations are nonlocal AFAIK - I know the MWI is nonlocal but I have a hard time understanding David Wallace, Lev Vaidman, and Tim Maudlin who all say it is nonlocal. The precise nature of the nonlocality is hard to understand (for me), but it is nonlocal!
- breuleux 5y agoMy general philosophy about interpretations of quantum mechanics is that insofar that there is an infinity of possible interpretations that are all mathematically equivalent, the probability that we would think of, let alone find the correct one is for all intents and purposes zero. I don't see any objective criterion that would let us rank them either, so even though it's a fun debate, it is also a pointless one (as long as there are no experiments to differentiate them). > The worlds don't split into any possible worlds; if one splits one way the others have to split into the other possible choices. My (possibly flawed) understanding of MWI is that there isn't really any splitting. There is just a quantum superposition of all possible worlds, and the amplitude corresponding to each one fluctuates over time. A "split" from A to possibilities B and C would just correspond to the amplitude of A draining to 0, half going to B, the other half going to C, but the branches might have had nonzero amplitudes to begin with (they already existed, but now they are "stronger"). Different "branches" may also pour amplitude into the same other "branch" (i.e. they join rather than split). In other words, every moment of possible universe has always existed and will always exist, but over time they switch from "off" (amplitude 0) to various degrees of "on", or to off again, and so on, accordingly to the wavefunction. It's nonlocal in the same way that quantum entanglement is nonlocal in any interpretation, it's just that now we're working on the gargantuan quantum entanglement of every possible state of the entire universe. MWI is arguably the simplest interpretation from the standpoint of rule simplicity: it doesn't involve a notion of collapse, so it has less rules than other interpretations. It is less simple if you look at the sheer mass of what exists according to it, but I find that notion of simplicity less compelling than rule simplicity. Either way, I don't think it matters so I'm noncommittal.
- meroes 5y ago> every moment of possible universe has always existed and will always exist, but over time they switch from "off" This also seems to imply the MWI forces us into block time, then having to recover the experience of time flowing for finite observers like us. The MWI-verse has always existed, as you say, so I'm having a hard time imagining what you mean by dynamical "switching", unless you mean the feeling/appearance of. It would have to be the appearance of something happening, an appearance of time flowing when it is block. I'm sure we can imagine MWI can explain how observers like us in the MW universe experience a flow of time. This still may be simple in the long run.
- meroes 5y agoI think a definition of Conway's is that there is no mathematical function possible in principle, assuming his three axioms SPIN, TWIN, and FIN, that predicts a free outcome.