dadadarren

• dadadarren 11 Aug 2024 21:52 UTC

  1 point

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  in reply to: Seth Herd’s comment on: “Which Fu­ture Mind is Me?” Is a Ques­tion of Values

  I think this discussion is focusing on what other’s would behave towards me, and derive what ought to be regarded as my future self from there. That is certainly a valid discussion to be had. However my post is taking about a different (thought related) topic.

  For example, if I for whatever crazy reason thinks that me from tomorrow:—the one with (largely) the same physical body and no trick on memory whatsoever— not my future self. Then I would do a bunch of irresponsible things that would lead to others’ dislike or hostility toward me that could eventually lead to my demise. But so what? If I regard that as a different person, then to hell with him. The current me wouldn’t even care. So being detrimental to that future person would not compel current me to regard him as my future self.

  Luckily we do not behave that way. Everyone, rational ones at least, considers the person with the same physical body and memories of the current self as themself in the future. That is the survival instinct, that is the consensus.

  But that consensus is about an idiosyncratic situation: where memory(experience) and physical body are bound together. Take that away, and we no longer have a clear, unequivocal basis to start a logical discussion. Someone’s basis could be the survival of the same physical body would not step into the teletranporter, even if it is greatly convenient and could benefit the one steps out of it. Someone else could start from a different basis. They may believe that only patterns matters. So mind uploading into a silicon machine to make easy copies at the cost of adversely affecting the carbon body would be welcomed. None of these positions could be rebutted by the cost/​benefit analysis of some future minds. Because they may or may not care about those minds, at different levels, in the first place.

  Sure, logic is not entirely irrelevant. It comes into play after you pick the basis of your decision. But values, instead of logic, largely determines the answer to the question.

• dadadarren 11 Aug 2024 21:21 UTC

  1 point

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  in reply to: Dagon’s comment on: “Which Fu­ture Mind is Me?” Is a Ques­tion of Values

  If one regard physics as a detached description of the world— like a non-interacting yet apt depiction of the objective reality, (assuming that exists and is attainable) then yes there is no distinct “me”. And any explanation of subject experience ought to be explained by physical processes, such that everyone’s “MEness” must be ultimately reduced to the physical body.

  However my entire position stems from a different logical starting point. It starts with “me”. It is an undeniable and fundamental fact that I am this particular thing, which I later referred to it as a human being called Dadadarren. (Again I assume the same goes for everyone) Everything I know about the world is through that thing’s interaction with its environment, which leads to accessible subjective experience. Even physics is learned in such a way, as well as the conception that other things could have perspective different from mine own. I am not interacting with the world as someone of something else, from those thing’s perspective, is just a simple realization after that.

  This way physics would not be taken as the detached fundamental description of objective reality. The description has to originate from a given thing’s perspective, working based on its interaction from the environment. That given perspective could be mine, could be Elon’s, could be a thermometer’s or an electron’s. We strive for concepts and formulas that works from a wide range of perspectives. That’s what physical objectivity should mean.

  So it follows that physics cannot explain why I am Dadadarren and not Elon: because perspective is a prior. This makes way more sense to me personally: the physical knowledge about the two human beings doesn’t even touch on why I am Dadadarren and not Elon. (and that was the purpose of the thought experiment) At least better than the alternative: that they is no ME, or that I am Elon just as I am me, in some convoluted sense such as open individualism.

  So from where I stand, it is physicalism that requires justification.

“Which Fu­ture Mind is Me?” Is a Ques­tion of Values

• dadadarren 17 Jul 2024 18:34 UTC

  1 point

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  in reply to: Ape in the coat’s comment on: Dooms­day Ar­gu­ment and the False Dilemma of An­thropic Reasoning

  Please do not take this as an insult. Though I do not intend to continue this discussion further, I feel obliged to say that I strongly disagree that we have the same position in substance and only disagree in semantics. Our position are different on a fundamental level.

• dadadarren 11 Jul 2024 18:31 UTC

  1 point

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  in reply to: Ape in the coat’s comment on: Dooms­day Ar­gu­ment and the False Dilemma of An­thropic Reasoning

  The description of “I” you just had is what I earlier referred to as the physical person, which is one of the two possible meanings. For the Doomsday argument, it also used the second meaning: the nonphysical reference to the first-person perspective. I.E. the uniform prior distribution DA proposed, which is integral to the controversial Bayesian update, is not suggesting that a particular physical person can be born earlier than all human beings or later than all of them due to variations in its gestation period. In its convoluted way thanks to the equivocation, it is effectively saying among all the people in the human beings’ entire history, “I” could be anyone of them. i.e. “The fact that I am Ape in the Coat living in the earlier 21 century (with a birth rank around 100 billion), rather than someone living in the far future with a birth rank around 500 billion, is evidence to believe that maybe there aren’t that many human beings in total”. Notice the “I” here is not equivalent to a particular physical person anymore but a reference to the first-person perspective. This claim is what gives the DA a soul-incarnation flavour.

  Therefore, if we take the first-person perspective and the physical person combination as a given and deny theorizing alternatives, there won’t be a Doomsday argument.”I am this particular physical person, period (be it Ape in the Coat in your case or Dadadarren for me). There’s no rational way of reasoning otherwise.” is what ends the DA. There really is no further need of inquiring into the particular physical person’s birth rank variations due to pregnancy complications. And as you said, this won’t fall into the trap of soul incarnations.

  And that is also my long-held position, that there is no rational way of theorizing “which person I could be”, regard the first-person perspective as primitively given: “I am this physical human being” and be done with it, avoid the temptation of theorizing what the first-person could be as SSA or SIA did. Then there won’t be any paradoxes.

• dadadarren 9 Jul 2024 18:20 UTC

  1 point

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  in reply to: Ape in the coat’s comment on: Dooms­day Ar­gu­ment and the False Dilemma of An­thropic Reasoning

  The point of defining “me” vigorously is not about how much upstream or physically specific we ought to be, but rather when conducting discussions in the anthropic field, we ought to recognize words such as “me” or “now” are used equivocally in two different senses: 1, the specific physical person, i.e. the particular human being born to the specific parents etc. and 2, just a reference to the first person of any given perspective. Without distinguishing which meaning in particular is used in an argument, there is room for confounding the discussion, I feel most of our discourse here unproductive due to this confusion.

  As long as we are not talking about me being born to different parents but simply having a different birth rank—I’m born a bit earlier, while someone else is born a bit later, for example, - then no souls are required.

  This is interesting. I suppose being born to the same parents is just an example you used. e.g. are you a sample of all your siblings? And are other potential children your parents could have if a different sperm fertilize a different egg still you? In those cases there still would be the same problem of soul incarnations.

  So my understanding to your position is that there is no problem as long as you consider yourself to be the same physical person, i.e. the same parents, the same sperm and eggs. The variation in birth rank is due to the events during pregnancy that makes the particular physical person born slightly earlier or later. And this is the correct way to thing about your birth rank.

  If that’s your position, then wouldn’t your argument against regarding oneself as a random sample among all human beings (past, present, and future) ultimately be : “Because I am this particular physical human being”. And that there is no sense discussing alternatives like “I am a different physical human being”?

• dadadarren 7 Jul 2024 18:39 UTC

  3 points

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  on: Dooms­day Ar­gu­ment and the False Dilemma of An­thropic Reasoning

  While I agree with the notion that we cannot regard ourselves as random samples from all human beings past, present and future, I find the discussion wanting in vigorously defining the reference of “us”, or “me” or by extension “my parents”. Without doing that there’s always the logical wiggle room for arriving at an ad hoc conclusion that does not give paradoxical results, e.g. while discussion SBP, you suggested that “today” could mean any day, then attempting to derive the probability of “today is Monday” from there. That just doesn’t sit comfortably with me.

  Similarly, in this post, while discussing the possibility of “my birth rank” you focused on the history of my family tree, arriving at the conclusion that I cannot be born much earlier/​later than I really did (realistically speaking a few month earlier at most, otherwise I cannot physically be alive/​exist). But that is not DA’s claim, the uniform distribution does not imply that your physical body could be born so prematurely such to predate the first ever human being. It simply says as an unknown prior, you being the son of your current parents and you being a different human being—e.g. someone born in the 2500s, ceteris paribus, are equally likely. And the fact that you are not someone born in the 2500s is the evidence of doom soon which drives the Bayesian update. The satisfactory rebuttal to DA should undermine that.

  Let’s say I concede to your argument.: since I cannot be born much earlier or much later than I really am, therefore cannot regard myself as a random sample from all time. Then what? Is it reasonably to regard myself as a random sample of all human beings born within that short timeframe of my possible birth? Are you comfortable with that? Doesn’t it also carry the underlying assumption of preexistence of souls being incarnated into bodies?

• dadadarren 4 Feb 2024 16:34 UTC

  1 point

  in reply to: Ape in the coat’s comment on: Sleep­ing Beauty: Is Disagree­ment While Shar­ing All In­for­ma­tion Pos­si­ble in An­thropic Prob­lems?

  This post highlights my problem with your approach: I just don’t see a clear logic dictating which interpretation to use in a given problem—whether it’s the specific first-person instance or any instance in some reference class.

  When Alice meets Bob, you are saying she should construe it as “I meet Bob in the experiment (on any day)” instead of “I meet Bob today” because—”both awakening are happening to her, not another person”. This personhood continuity, in your opinion, is based on what? Given you have distinguished the memory erasure problem from the fission problem, I would venture to guess you identify personhood by the physical body. If that’s the case, would it be correct to say you regard anthropic problems utilizing memory erasures fundamentally different from problems with fissures or clones? Entertain me this, what if the exact procedural is not disclose to you, then what? E.g. there is a chance that the “memory erasure” is actually achieved by creating a clone of Alice and wake that clone on Monday, then destroy it. Then wake the original on Tuesday. What would Alice’s probability calculation then? Anything changes if the fissure is used instead of cloning? What would Alice’s probability of Tails when she sees Bob when she is unsure of the exact procedure?

  Furthermore you are holding that if saw Bob, Alice should interpret “I have met Bob (on some day) in the experiment”. But if if she didn’t see Bob, she shall interpret “I haven’t met Bob specifically for Today”. In another word, whether to use “specifically today” or “someday” depends on whether or not she sees Bob or not. Does this not seem problematic at all to you?

  I’m not sure about what you mean in your example, Beauty is awakened on Monday with 50% chance, if she is awaken then what happens? Nothing? The experiment just ends, perhaps with a non-consequential fair coin toss anyway? If she is not awakened then if the coin toss is Tails then she wakes on Tuesday? Is that the setup? I fail to see there is any anthropic elements in this question at all. Of course I would update the probability to favour Tails in this case upon awakening. Because that is new information for me. I wasn’t sure that I would find myself awake during the experiment at all.

• dadadarren 1 Feb 2024 19:33 UTC

  3 points

  0

  in reply to: Ape in the coat’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  I guess my main problem with your approach is that I don’t see a clear rational of which probability to use, or when to interpret it as “I see green” and when to interpret it as “Anyone see green” when both of the statement is based on the fact that I drew a green ball.

  For example, my argument is that after seeing the green ball, my probability is 0.9, and I shall make all my decisions based on that. Why not update the pre-game plan based on that probability? Because the pre-game plan is not my decision. It is an agreement reached by all participants, a coordination. That coordination is reached by everyone reasoning objectively, which does not accommodate any any first-person self identification like “I”. In short, when reasoning from my personal perspective, use “I see green”; when reasoning from an objective perspective, use “someone see green”. All my solution (PBR) for anthropic and related questions are based on the exact same supposition of the axiomatic status of the first-person perspective. It gives the same explanation, and one can predict what this theory says about a problem. Some results are greatly disliked by many, like the nonexistence of self-locating probability and perspective disagreement, but those are clearly the conclusion of PBR, and I am advocating it.

  You are arguing the two interpretation of “I see green” and “Anyone sees green” are both valid, and which one to use depends on the specific question. But, to me, what exact logic dictates this assignment is unclear. You argue that the bets structured not depending on which exact person gets green, then “my decision” shall be based on “anyone sees green”, it seems to me, a way of simply selecting whichever interpretation that does not yield a problematic result. A practice of fitting theory to results.

  To the example I brought up in the last reply, what would you do if you drew a green ball and were told that all participants said yes, you used the probability of 0.9. Rational being you are the only decider in this case. It puzzles me because in exactly what sense “I am the only decider?” Didn’t other people also decide to say “yes”? Didn’t their “yes” contributed to whether the bet would be taken the same way as your “yes”? If you are saying I am the only decider because whatever I say would determine whether the bet would be taken. How is that different from deriving other’s responses by using the assumption of “everyone in my position would have the same decision as I do”? But you used probability of 0.5 (“someone sees green”) in that situation. If you are referring you being the only decider in a causal—counterfactual sense, then you are still in the same position as all other green ball holders. What justifies the change regarding which interpretation—which probability (0.5 or 0.9)—to use?

  And also the case of our discussion about perspective disagreement in the other post where you and cousin-it were having a discussion. I, by PBR, concluded there should be a perspective disagreement. You held that there won’t be a probability disagreement, because the correct way for Alice to interpret the meeting is “Bob has met Alice in the experiment overall” rather than “Bob has met Alice today”. I am not sure your rational for picking one interpretation over the other. It seems the correct interpretation is always the one that does not give the problematic outcome. And that to me, is a practice of avoiding the paradoxes but not a theory to resolve them.

• dadadarren 1 Feb 2024 14:23 UTC

  1 point

  in reply to: Ape in the coat’s comment on: Sleep­ing Beauty: Is Disagree­ment While Shar­ing All In­for­ma­tion Pos­si­ble in An­thropic Prob­lems?

  I maintain the memory erasure and fission problem are similar because I regard the first-person identification equally applies to both questions. Both the inherent identifications of “NOW” and “I” are based on the primitive perspective. I.E., to Alice, today’s awakening is not the other day’s awakening, she can naturally tell them apart because she is experiencing the one today.

  I don’t think our difference comes from the non-fissured person always stays in Room1 while the fissure person are randomly assigned either Room 1 or Room 2. Even if the experiment is changed, so that the non-fissured person is randomly assigned among the two rooms, and the fissured person with the original left body always stays in Room 1 and the fissured person with the original right body always in Room 2 my answer wouldn’t change.

  Our difference still lies in the primitivity of perspective. In this current problem by cousin-it, I would say Alice should not update the probability after meeting Bob, because from her first-person perspective, the only thing she can observe is “I see Bob (today)” vs “I don’t see Bob (today)”, and her probability shall be calculated accordingly. She is not in the vantage point to observe whether “I see Bob on one of the two days” vs “I don’t see Bob on any of the two days”, so she should not update that way.

• dadadarren 31 Jan 2024 14:18 UTC

  1 point

  in reply to: avturchin’s comment on: Prim­i­tive Per­spec­tives and Sleep­ing Beauty

  If you use this logic not for the latitude your are born in but for your birth rank among human beings, then you get the Doomsday argument.

  To me the latitude argument is even more problematic as it involves problems such as linearity. But in any case I am not convinced of this line of reasoning.

  P.S. 59N is really-really high. Anyway if your use that information and make predictions about where humans are born generally latitude-wise it will be way-way off.

• dadadarren 30 Jan 2024 20:14 UTC

  1 point

  in reply to: Ape in the coat’s comment on: Sleep­ing Beauty: Is Disagree­ment While Shar­ing All In­for­ma­tion Pos­si­ble in An­thropic Prob­lems?

  I think this highlights our difference at least in the numerical sense in this example. I would say Alex and Bob would disagree (provided Alex is a halfer, which is the correct answer in my opinion). The disagreement is again based on the perspective-based self identification. From Alex’s perspective, there is an inherent difference between “today’s awakening” and “the other day’s awakening” (provided there is actually two awakenings). But to Bob, either of those is “today’s awakening”, Alex cannot communicate the inherent difference from her perspective to Bob.

  In another word, after waking up during the experiment, the two alternatives are “I see Bob today” or “I do not see Bob today.” Both at 0.5 chance regardless of the coin toss result.

• dadadarren 30 Jan 2024 19:57 UTC

  3 points

  0

  in reply to: Ape in the coat’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  We both argue the two probabilities, 0.5 and 0.9, are valid. The difference is how we justify both. I have held that “the probability of mostly-green-balls” are different concepts if there are from different perspectives: From a participant’s first-person perspective, the probability is 0.9. From an objective outsider’s perspective, even after I drew a green ball, it is 0.5. The difference come from the fact that the inherent self-identification “I” is meaningful only to the first-person. Which is the same reason for my argument for perspective disagreement from previous posts.

  I purport the two probabilities should be used for questions regarding respective perspectives: for my decisions maximizing my payoffs, use 0.9; for coordination strategy prescribing action of all participants with the goal of maximizing overall payoffs, use 0.5. In fact, the paradox started with the coordination strategy from an objective viewpoint when talking about the pre-game plan, but it later switched to the personal strategy using 0.9.

  I understand you do not endorse this perspective-based reasoning. So what is the logical foundation of this duality of probabilities then? If you say they are based on two mathematic models that are both valid, then after you drew a green ball, if someone asks about your probability of the mostly-green urn what is your answer? 0.5 AND 0.9? It depends?

  Furthermore, using whatever probability that best match the betting scheme to me is a convenient way of avoiding undesirable answers without committing to a hard methodology. It is akin to endorse SSA or SIA situationally to get the least paradoxical answer for each individual question. But I also understand from your viewpoint you are following a solid methodology.

  If my understand is correct you are holding that there is only one goal for the current question: maximizing overall payoff and maximizing my personal payoff is the same goal. And furthermore there is only one strategy: my personal strategy and the coordination strategy is the same strategy. .But because the betting setup, the correct probability to use is 0.5, not 0.9. If so, after drawing the green ball and being told all other participants have said yes to the bet, what is the proper answer to maximize your own gain? Which probability would you use then?

• dadadarren 30 Jan 2024 16:00 UTC

  3 points

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  in reply to: Radford Neal’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  I am trying to point out the difference between the following two:

  (a) A strategy that prescribes all participants’ actions, with the goal of maximizing the overall combined payoff, in the current post I called it the coordination strategy. In contrast to:

  (b) A strategy that that applies to the single participant’s action (me), with the goal of maximizing my personal payoff, in the current post I called it the personal strategy.

  I argue that they are not the same things, the former should be derived with an impartial observer’s perspective, while the later is based on my first-person perspective. The probabilities are different due to self-specification (indexicals such as “I”) not objectively meaningful, giving 0.5 and 0.9 respectively. Consequently the corresponding strategies are not the same. The paradox equate the two,:for pre-game plan it used (a), while for during-the-game decision it used (b) but attempted to confound it with (a) by using an acausal analysis to let my decision prescribing everyone’s actions, also capitalizing on the ostensibly convincing intuition of “the best strategy for me is also the best strategy for the whole group since my payoff is ¹⁄₂₀ of the overall payoff.”

  Admittedly there is no actual external observer forcing the participants to make the move, however, by committing to coordination the participants are effectively committed to that move. This would be quite obvious if we modified the question a bit: If instead of dividing the payoff equally among the 20 participants, say the overall payoff is only divided among the red ball holders. (We can incentivize coordination by letting the same group of participants play the game repeatedly for a large number of games.) What would the pre-game plan be? It would be the same as the original setup: everyone say no to the bet. (In fact if played repeatedly this setup would pay the same as the original setup for any participant). After drawing a green ball however, it would be pretty obvious my decision does not affect my payoff at all. So saying yes or no doesn’t matter. But if I am committed to coordination, I ought to keep saying no. In this setup it is also quite obvious the pre-game strategy is not derived by letting green-ball holders maximizing their personal payoff. So the distinction between (a) and (b) is more intuitive.

  If we recognize the difference between the two, then (b) does not exactly coincide with (a) is not really a disappointment or a problem requiring any explanation. Non-coordination optimal strategies for each individual doesn’t have to be optimal in terms of overall payoff (as coordination strategy would).

  Also I can see that the question of “Has somebody with blonde hair, six-foot-two-inches tall, with a mole on the left cheek, barefoot, wearing a red shirt and blue jeans, with a ring on their left hand, and a bruise on their right thumb received a green ball?” comes from your long held position of FNC. I am obliged to be forthcoming and say that I don’t agree with it. But of course, I am not naive enough to believe either of us would change our minds in this regard.

• dadadarren 30 Jan 2024 14:56 UTC

  1 point

  in reply to: avturchin’s comment on: Prim­i­tive Per­spec­tives and Sleep­ing Beauty

  If one person is created in each room, then there is no probability of “which room I am in” cause that is asking “which person I am”. To arrive to any probability you need to employ some sort of anthropic assumption.

  If 10 persons are are randomly assigned (or assigned according to some unknown process), the probability of “which room I am in” exists. No anthropic assumption is needed to answer it.

  You can also find the difference using a frequentist model by repeating the experiments. The latter questions has a strategy that could maximize “my” personal interest. The former model doesn’t. It only has a strategy, if abided by everyone, that could maximize the group interest (coordination strategy).

• dadadarren 29 Jan 2024 14:53 UTC

  5 points

  0

  in reply to: Dagon’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  The probability of 0.9 is the correct one to use to derive “my” strategies maximizing “my” personal interest. e.g. If all other participants decides to say yes to the bet, what is your best strategy? Based on the probability of 0.9 you should also say yes. But based on the probability of 0.5 you would say no. However, the former will yield you more money. It would be obvious if the experiment is repeated a large number of time.

  You astutely pinpointed that the problem of saying yes is not beneficial because you are paying the idiot versions of you’s decision when you drew red. This analysis is based on the assumption that your personal decision prescribes actions of all participants in similar situations. (The assumption that Radford Neal first argued against, which I agree) Then such a decision is no longer a personal decision, it is a decision for all and is evaluated by the overall payoff. That is a coordination strategy, which is based on an objective perspective and should use the probability of 0.5.

  The problem is setup in a way to make people confound the two. If say the payoff is not divided among all 20 participants, but instead among people holding red balls. The resultant coordination strategy would still be the same (the motivation of coordination can be the same group of 20 participants will keep playing for a large number of games). But the distinction between personal strategy maximizing personal payoff and coordination strategy maximizing the overall payoff would be obvious, i.e., personal strategy after drawing a green ball is to do whatever you want because it does not affect you (which is well known when coming up with the pre-game coordination plan), but coordination strategy would remain the same: Saying no to the bet. People would be less likely to mix the two strategies and pose it as an inconsistency paradox in such a setup.

• dadadarren 29 Jan 2024 14:28 UTC

  1 point

  in reply to: avturchin’s comment on: Prim­i­tive Per­spec­tives and Sleep­ing Beauty

  Yep, under PBR, perspective—which agent is the “I”—is primitive. I can take it as given, but there is no way to analyze it. In another word, self-locating probability like “what is the probability that I am L” is undefined.

• dadadarren 27 Jan 2024 14:42 UTC

  5 points

  0

  in reply to: Dagon’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  The Sleeping Beauty problem and this paradox are highly similar, I would say they are caused by the same thing—switching of perspectives. However, there is one important distinction.

  For the current paradox, there is an actual sampling process for the balls. Therefore there is no need to assume a reference class of “I”. Take who I am—which person’s perspective I am experiencing the world from—as a given, and the ball-assigning process treats “I” and other participants as equals. So there is no need to interpret “I” as a a random sample from all 20 participants. You can perform the probability calculations like a regular probability problem. This means there is no need to make an SIA-like assumption.The question does not depend on how you construe “the evidence....that I’m in position I”.

  I think it is pretty uncontroversial if we take all the betting and money away from the question, we can all agree that the probability becomes 0.9 if I receive a green ball. So if I understand correctly, by disagreeing with this probability, you are in the same position as Ape in the Coat: the correct probability depends on the betting scheme. Which is consistent with your latter statement that “whether to use SSA or SIA...dependent on the question setup.”

  My position has always been not to ever use any anthropic assumptions: SSA or SIA or FNC or anything else: They all lead to paradoxes. Instead, take the perspective, or in your words: “I am in position I”, as primitively given, and reason within this perspective. In the current paradox, that means either reason from the perspective of a participant and use the probability of 0.9 to make decisions for your own interest; or, alternatively, think in terms of a coordination strategy by reasoning from an impartial perspective with the probability remains at 0.5, but never mix the two.

• dadadarren 27 Jan 2024 14:09 UTC

  5 points

  0

  in reply to: avturchin’s comment on: The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox

  Numerically it is trivial to say the better thing to do (for each bet, for the benefit of all participants) is not to update. The question is of course how do we justify this. After all, it is pretty uncontroversial that the probability of urn-with mostly-green-balls is 0.9 when I get received the randomly assigned ball which turns out to be green. You can enlist a new type of decision theory such as UDT, or a new type of probability theory which allows two probability to be both valid depending on what betting scheme like Ape in the Coat’s did). What I am suggesting is stick with the traditional CDT and probability theory, but recognizing the difference between the coordination vs personal strategy, because they are from different perspectives.

  For the BB example you have posted, my long held position is that there is no way to reason about the probability of “I am a BB”, even with the added assumption that for each real me there are 10 BBs appear in the universe. However, if you are really a BB, then your decision doesn’t matter to your personal interest as you will disappear right momentarily. So you can make your personal decision entirely based on the assumption that you are not a BB. Or alternatively, and I would say not very realistically, you assume that real you and BB you care about each other and want to come up with a coordinating strategy that will benefit the entire group, then each faithfully follow that strategy without specifically thinking about each of their own personal strategy. In this example both will recommend the same decision of going to the gym.

The Per­spec­tive-based Ex­pla­na­tion to the Reflec­tive In­con­sis­tency Paradox