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is a-causality necessary for randomness? |
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| Aug11-12, 11:37 PM | #1 |
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is a-causality necessary for randomness?
What is the relationship between a-causality and randomness?
Let's look at the argument below: For something to be (truly/inherently) random there cannot be a cause. Because, if there is a cause then the cause can be studied and the result/output can be predicted and hence there would no randomness. True Randomness means something that cannot be predicted. We can predict whether will be an interference pattern or not, however we cannot predict the location of any individual/single photon/electron on the screen. We can, in principle, predict the results of a roll of a dice (or toss of a coin) if we took into account all the factors such initial forces on the dice during the toss, effect of air molecules etc. Since the roll of a dice has a cause its predictable. |
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| Aug12-12, 04:42 AM | #2 |
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An observation causes a quantum system to change state - we just can't predict what that state will be - but 100% for sure it caused it to change state - the change was not a-casual.
In classical 100% deterministic systems chaotic behaviour abounds meaning since it is impossible to know with 100% accuracy the initial conditions there will always be some imprecision in knowledge that will grow to the point prediction is meaningless. Thanks Bill |
| Aug13-12, 12:07 AM | #3 |
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This seems a tad philosophical but... at the very least, it seems like you could have a perfectly reasonable "cause" for a "random" process, but the cause is necessarily hidden. I think that's the same as Hidden Variable Theory, which is I guess wrong because of Bell's Theorem, but I don't know exactly why.
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| Aug13-12, 02:55 AM | #4 |
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is a-causality necessary for randomness?
This isn't true. Nothing is truly random, even quantum mechanics. Although QM may seem completely random it isn't, it's just that we can never acquire the necessary information to determine precisely how the system will evolve.
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| Aug13-12, 03:28 AM | #5 |
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| Aug13-12, 05:55 AM | #6 |
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And as far as we can tell today QM is utterly and truly random eg random number generators based on thermal noise which is quantum in origin I am pretty sure pass every known test for randomness that even some reasonably sophisticated pseudo generators fail - although pseudo generators do exist that do pass those tests. Thanks Bill |
| Aug13-12, 08:29 AM | #7 |
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Shouldn't 'truly random' be regarded as the approximately 50/50 distribution of outcomes of hundreds of trials? If you toss a coin 222 times and it lands on tails approximately 111 times, it means it is truly random because nothing unobservable can be said to be affecting its 50/50(1 of 2) possibile outcomes. Does anyone object to this definition?
Electrons and other fundamental particles do not obey the 50/50 statistics so they cannot be truly random. For reference, just look at the interference pattern from single electrons in a double slit experiment. I don't see how we could observe a newtonian(-like) universe based on a truly random quantum foundation. It would fall apart immediately, wouldn't it? |
| Aug13-12, 10:02 AM | #8 |
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So conceptually the 50/50 i.e. fixed probability (totaling to 1), concept applies. |
| Aug13-12, 10:12 AM | #9 |
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The subtlety lies in the fact that the fringes are formed by the accumulation of thousands of single dots(landings). It's as if the electron travels as a wave through the slits but lands on the detection screen as a particle. After many many landings accumulate, we get the interference pattern and this is anything but random. It's so much more on the holistic side, that calling it random seems to require a re-definition of "randomness". |
| Aug13-12, 04:16 PM | #10 |
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unpredictability does not imply the lack of a cause, we cant confound determinism with predictability (or indeterminism with unpredictability) a-causality have to do with indeterminism but indeterminism does not have a relationship with randomess. by the way there are deterministic theories without being computable i.e. nopredictable outcomes and indeterministic process can produces a non-random sequence of outcomes. |
| Aug13-12, 04:17 PM | #11 |
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| Aug13-12, 04:21 PM | #12 |
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| Aug13-12, 05:03 PM | #13 |
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another confusion, Chaos involves deterministic process i.e. no random. A deterministic system will have an error that either remains small (stable, regular solution) or increases exponentially with time (chaos). A stochastic system will have a randomly distributed error*, these systems are deterministic, meaning that their future behavior is fully determined by their initial conditions, with no random elements involved**. *Casdagli, Martin. "Chaos and Deterministic versus Stochastic Non-linear Modelling", in: Journal Royal Statistics Society: Series B **Kellert, Stephen H. (1993). In the Wake of Chaos: Unpredictable Order in Dynamical Systems. University of Chicago Press. Lorenz, Edward N. (1963). "Deterministic non-periodic flow". Journal of the Atmospheric Sciences 20 (2): 130–141 |
| Aug13-12, 05:06 PM | #14 |
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| Aug14-12, 03:16 AM | #15 |
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| Aug14-12, 03:31 AM | #16 |
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Thanks Bill |
| Aug14-12, 04:12 AM | #17 |
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