[QUOTE=Indistinguishable]
Would you theoretically, under any huge amount of new observations, ever change these beliefs on how the world works?
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Unless I was simlultaneously recieving huge amounts of new observations that object persistence is how the world works, I don’t think I’d survive until the end of the demonstration. After all, if my internal organs haven’t vanished, leaving me writing on the floor to soon die, then they’ve clearly persisted in existing, which is a fact worth observing.
I suppose you could demonstrate that a localized area which I am outside of does not hold with the principles of sane reality in such a manner as to be convincing, but you couldn’t get me to go in there, not for a million dollars.
(Note that this is beside the point; the scenario under discussion explicitly does not allow for breaking of object persistence. If the million is in the box, it’s there before you choose, and still is after.)
[QUOTE=Indistinguishable]
Why would reverse causation break the rule of object persistence? For example, let’s say pressing a button today causes an object to be placed somewhere yesterday, and that this placing wouldn’t occur otherwise. Either you press the button today and it turns out the object was placed in the box yesterday and has remained there till now, or you don’t press the button today and it turns out no object was placed in the box yesterday. Either way, there’s object persistence; it’s not like the object was in the box at one time and then, the next second, was not in the box.
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Oh really? How about I go look in the box, and then decide whether to push the button. If it’s there, I won’t push the button (why should I? It’s already there), and so the object shouldn’t be there–and your scenario breaks. Or, better yet, if I find the box empty, I’ll stand there watching the space and push the button - either object persistence breaks and the thing suddenly appears now, or the box remains empty and your scenario breaks, or the object was there the whole time and I therefore didn’t push the button, causing the object not to be there so I do, which causes the object not to be there so I don’t - BOOM! Paradox.
This whole predictor thing is a minefield of paradoxes, and, of course, paradoxes never happen. The only two scenarios where paradoxes don’t occur are ones that object persistence doesn’t apply, and ones where reverse causality doesn’t work. Guess which one I’m betting on?
[QUOTE=Indistinguishable]
Of course, I want to say, if there’s perfect correlation, then there’s no difference between “forward” and “reverse” causation; we might just as well say that the object’s being in the box causes you to press the button. All that matters is the statistical fact of the nature of the correlation between the truths of the two propositions “The object was placed in the box yesterday” and “A man pressed the button today”.
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You should slap whoever taught you about correlations. Clearly this is not true. There is a perfect correlation between me dropping a ball in open air in calm conditions, and it falling downward. However there is certainly a difference between the notion that my dropping the ball caused it to fall, and saying that the ball falling caused me to drop it.
The fact is, and as I explained in my previous post, the mere correlating of two things does not say that causality has been voted out of office. It just means that you don’t know (or at least aren’t asserting) what the actual causes are. It doesn’t mean that causes don’t “matter” or don’t exist, or that you can therefore you can just randomly swap in reverse causation without being flat wrong.
[QUOTE=Indistinguishable]
Well, give as long and thought-out responses to them as you feel necessary to properly explain your position, then. I don’t think he was demanding that you give the “right” answers; he wanted to see exactly at what point your views departed from his, so he could better understand the source of and justification for that departure.
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Given that he ended with “If the answer is, instead, “Yes” then put BegBert2 back on the line,” I’m thinking I wasn’t out of line seeing the little stampede of questions as being a deliberate jab at me. And, since I read through the questions and didn’t find an answer path that reached the end based on true answers, the list specifically was telling me not to respond to it. I still don’t really think it’s worth my time.
“Let me ask you this: Do you think it is true that people who choose one box generally get a million, and people who choose two boxes generally get a thousand?” NO.
“If the answer is “No,” then why not?” Because I think that they generally got a million dollars. “Get” implies present or future events, for which we have no evidence.
“If the answer is “Yes,” then do you think you yourself are more likely to get a million by choosing one box and more likely to get only a thousand by taking both boxes?” Note that I’m specifically NOT supposed to answer this, since my prior answer was ‘no’. Nonetheless, the answer to this is also no. I actually don’t know the method the predictor is using; a few methods have been mentioned already where he could be right about all who go before and be wrong about me; notably the ones where he operates in parallell universes and keeps trying in each universe that he doesn’t make a mistake in, and the one where it’s a scam.
“If the answer to that is “No,” then why not, given that you’ve already acknowledged that, in general, people who take one box get more than people who take two boxes.” I HAVEN’T acknowledged this, and I explained my reasoning above.
“If the answer is instead “Yes,” then do you think you get more money by taking one box than you do by taking two boxes?” Again, I’m specifically not supposed to answer this, since I previously answered ‘no’. And the answer is, again, no.
“If the answer to that is “No,” then why not, given that you’ve already acknowledged that you are more likely to get a million dollars if you take only one box?” I have of course NOT acknowledged anything of the sort. Regardless, the reason I answered no is because A+1000 > A. Would you like to cover this by cases? If box A is full, regardless of the methodology that led it to be filled, then taking one box gets you $1000000, and taking both boxes gets you $1001000. $1001000 > $1000000. If box A is empty, then taking both boxes gets you $1000, and taking one gets you squat. $1000 > 0. In ALL cases, taking both boxes would get you more than taking the one. (This should be no surprise to persons acquainted with addition.)
“If the answer to that is “Yes” then do you think the best strategy is to take one box?” AGAIN I’m specifically not told to answer. The answer is of course AGAIN no.
“If the answer here is “no” then why not, given that you’ve aknowledged that by taking one box you probably will get more money,” Again, I’m told not to answer, and, given that I’ve aknowledged no such thing, I have no problem thinking that taking more money is the best strategy, given that in the scenario presented the optimal strategy is defined as that which gets you the most money.
“If the answer is, instead, “Yes” then put BegBert2 back on the line.” And this is where he specifically told me to blow off his whole post. Which I obediently did.
[QUOTE=Frylock]
*You may have thought it already apparent that you don’t think the creature possible. But a friendly and congenial reading of my “objectionable” post would have revealed that its author may have missed that fact, and might be well-served (as might the dialogue) to have that fact kindly re-iterated to him. By saying something like, “No, I actually don’t think I’m more likely to get a million dollars by choosing one box.” Perfectly valid answer to one of those questions. It’s what you should have said.
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Right. A friendly and congenial reading of that post required that I not answer it at all, since the condition for my responding was quite firmly not met. And if you didn’t know what side of this discussion I’m on, why did you arrow that post at me?
[QUOTE=Indistinguishable]
You have some quantity of inductive evidence telling you the predictor’s powers are unlikely to be possible. Could ANY quantity of inductive evidence, however mindbogglingly large, ever get you to say “Hm, maybe it is possible for someone to be just that good at predicting”?
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Sure, easily. People are fairly predictable, after all. Of course, the result of believing the predictor is pretty good would be an increased expectation that box A will be empty, which is increased incentive to take both boxes (so that I at least get something). No matter how good a predictor he is, though, he’s not going to stop A+1000 > A.
[QUOTE=Indistinguishable]
Or, maybe, you can eventually be convinced that there is in fact some magical booga booga going on. That it is in fact the case that what’s locked into the boxes actually compels you to make your decision in a certain way. However, when you step up to play, you don’t feel any force exerting upon you. You feel the same way you ever do when you’re asked to make a choice. Would you prefer if you ended up choosing to take two boxes or if you ended up choosing to take just the one?
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If I’m compelled then the question is moot; the predictor could force me to take one box. However, that’s the stupid thing to do, faced with a full box A, taking both boxes is still the best choice.
The only “booga booga” that matters is if he makes the contents of the box disappear if I pick both, or appear if I pick just one. And trust me, I would be very suspicious about that sort of “magic” if I encountered this scenario in real life.
[QUOTE=Indistinguishable]
Can any quantity of any number of any experiments of any kind ever get you to think this isn’t a scam?
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Nothing is going to convince me that the past can be changed by my present actions, given that that’s paradoxial and, therefore, impossible. From there it depends on how we’re using the term “scam”. He could be easily shown not to be bilking people out of their money, if he’s not actually charging anything. Proving a total absence of funny business would be tougher, as it’s is going to approach proving a negative, which is always tricky. Even so, proving a total absence of funny business does not mean I can control the past with my present decision. It just means that I have not reason to believe box A will be full.
[QUOTE=Indistinguishable]
When I normally make a choice, do I “change” the future? I would say no. It’s not as though the statement “The future will be like X” is true at one time and then later becomes false. The truth of that statement is invariant; it’s just that its value may be unknown to us at certain times. The situation with the past is symmetric.
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You live in a messed up universe that bears no relation to mine. In my universe I can’t change the past by deciding I “went” the other way or did the other thing. If I’m in the slow line at the supermarket, I can’t decide to “have gotten” in the other line. This is because in MY universe, the situation with the past is NOT symmetric.
[QUOTE=Indistinguishable]
As a compatibilist, I want to ask why should correlation destroy free choice? You want to say the accuracy of the predictor destroys free choice, because there is a correlation between what he said in the past and what you choose in the present. Ok… but what about a postdictor? Someone whose sayings in the future correlate with what I choose in the present. Does his existence destroy my free choice too?
[/QUOTE]
Stop pretending causes don’t exist. The usual “postdictor”'s sayings are caused by your present choices, which is fine, forward causation. A postdictor who changes his past is essentially the same as the situation we’re discussing as viewed at the time of the prediction being made, and doesn’t ever happen.
[QUOTE=Indistinguishable]
How about the fact that I know my friend Todd is highly likely to buy strawberry ice cream on hot days? Does this correlation destroy free choice? Certainly, if I were to ask Todd, he’d say “I’m buying the ice cream of my own volition; I’m buying it because I want to. However, I admit there may be a correlation between external factors and what I want.”
[/QUOTE]
There’s a whole 'nother debate here as to what a “free” choice is, in cases like this where external factors have a CAUSAL influence on the choice, but relating to the situation at hand this is misdirection. Suppose that the “correlation” is 100%; When the day is hot, Todd ALWAYS buys a strawberry ice cream. Next assume that this correlation is, shall we say, enforced (as it might be in a causal relationship); it’s not only a useful predictor, it’s a certain predictor. So, on every hot day, Todd WILL buy an ice cream.
How much choice does he have?
[QUOTE=Indistinguishable]
How about if I were to observe that two people of my acquaintance, who’ve never met each other, invariably make the same choice of what to eat for breakfast, each and every day? Does this correlation mean only one of them has free choice? That neither of them have free choice? I think this is a silly view of what choice is.
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No, or they could be influenced by similar factors that aren’t sufficient to eliminate free choice, it could just be an amazing random coincidence. Do you have any evidence to lead you to believe that this “correllation” could not just fail to be true in the future, starting at any point?
[QUOTE=Indistinguishable]
I’d say you still have a choice, on my view of what “choice” is, but let’s toss that to the side. (Note, though, that you’d still probably feel, at any rate, the same as you ever do; you’d feel like you were making a decision.) Anyway, if you were to become convinced that this was what the predictor was doing, that this was what was going on, you’d start to think “Hey, I hope I end up choosing to take the one box instead of both”, wouldn’t you?
[/QUOTE]
The only sane way to operate under a deterministic system is to either pretend you are not deterministic, or to stop thinking entirely. So, I would not “hope” to choose one box; that would be stupid of me, since A+1000 > A. I would just lose any last vestige of hope that there would be any money in A for me to take.
[QUOTE=Indistinguishable]
I believe in fairies, clap clap.
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And I won’t. Die, Tinkerbell, die! 