All of Michael_Rooney's Comments + Replies

A lot of truths in EY's post. Though I also agree with Hopefully Anon's observations -- as is so often the case, Eliezer reminds me of Descartes -- brilliant, mathematical, uncowed by dogma, has his finger on the most important problems, is aware of how terrifyingly daunting those problems are, thinks he has a universal method to solve those problems.

Eliezer, I don't think your comments would slight sensible philosophers, since many professional philosophers themselves make comparable or more biting criticisms about the discipline (Rorty, Dennett, Unger, now the experimental philosophy movement, et al., going back to the positivists, and, if you like, the Pyrrhonists and atomists). I'm afraid not only have philosophers already written extensively on meta-ethics, but they've also generated an extensive literature on anti-philosophy. They've been there, done that -- too! I think Tyrell McAllister is q... (read more)

but where is the equivalent statement by a (seventeenth-century) Western philosopher?

Descartes, ca. 1628:

Rules for the Direction of the Mind

Rule One The aim of our studies should be to direct the mind with a view to forming true and sound judgments about whatever comes before it.

[...] We have reason to propose this as our very first rule, since what makes us stray from the correct way of seeking the truth is chiefly our ignoring the general end of universal wisdom and directing our studies towards some particular ends. I do not mean vile and despicable... (read more)

Eliezer, I grasp the obvious utility of probability -- I pay for a variety of insurance policies, after all. But there are many claims (many of which you share with us on a daily basis) that you treat as having a probability of 1. About those claims, I find your assertion that you do not "believe" them to be a purely verbal distinction.

Eliezer said:

I'm a Bayesian. I assign probabilities, not "believe". I penalize hypotheses by their unshared complexity and update based on evidence. If probabilities come out even, then I don't "suspend judgment", I judge that the probabilities are even, and plan accordingly.

For an avowed admirer of Orwell's famous essay on English, I am surprised to see you resort to distinctions without differences. Whatever you call it (n.b. the euphemism "judge" in the last sentence quoted above), you draw a line between some claims yo... (read more)

Did you just believe that Descartes was modeling "cognitive-process flow" because some psychologist told you so? Or is possible that Descartes was, y'know, prescribing how rationalists should approach belief, rather than how we generally do?

gwern150

No, it's not possible, as one would know if one had 'just', 'y'know', looked up the citations in the papers and read what Descartes himself said in his Fourth Meditation:

Whereupon, regarding myself more closely, and considering what my errors are (which alone testify to the existence of imperfection in me), I observe that these depend on the concurrence of two causes, viz, the faculty of cognition, which I possess, and that of election or the power of free choice,—in other words, the understanding and the will. For by the understanding alone, I [neither

... (read more)

Rather than just "applause lights", sloganeering often is a cue to group-identification. Cf. postmodern text generators.

Eliezer: "How could anyone not notice this?"

Because the human brain -- like many simpler programs -- generally finds basic beliefs more practical than an infinite regress?

DanielLC210

Infinite regress is still a semantic stopsign. If all chickens came from eggs, and all eggs came from chickens, the obvious next question is "Why is there an infinite regress of chickens and eggs?"

There are certainly possible infinite regressions that don't exist, so it can't exist simply because of an infinite regress.

Elizer, your post above strikes me, at least, as a restatement of verificationism: roughly, the view that the truth of a claim is the set of observations that it predicts. While this view enjoyed considerable popularity in the first part of the last century (and has notable antecedents going back into the early 18th century), it faces considerable conceptual hurdles, all of which have been extensively discussed in philosophical circles. One of the most prominent (and noteworthy in light of some of your other views) is the conflict between verificationism... (read more)

1[anonymous]
Maybe I'm inferring from too little data, but I suspect that most readers at this site aren't too interested in sceintific realism. Our favourite mantra ("the map is not the territory") acknowledges and then gracefully side-steps the issues that you're raising. (I just realized that Eliezeer answers this below. Comment retracted. Is there some way for me to delete this?)

I have to bet on every possible claim I (or any sentient entity capable of propositional attitudes in the universe) might entertain as a belief? That is highly implausible as a descriptive claim. Consider the claim "Xinwei has string in his pockets" (where Xinwei is a Chinese male I've never met). I have no choice but to assign probability to that claim? And all other claims, from "language is the house of being" to "a proof for Goldbach's conjecture will be found by an unaided human mind"? If Eliezer offers me a million ... (read more)

By "suspending judgment" I mean neither accepting a claim as true, nor rejecting it as false. Claims about the probability of a given claim being true, helpful as they may be in many cases, are distinct from the claim itself. So, pdf, when you say "The proper attitude towards the claim "Rooney has string in his pockets" is that it has about an X% chance of being true", where X is unknown, I don't see how this is materially different from saying "I don't know if Rooney has string in his pockets", which is to say tha... (read more)

Eliezer, I think we are misunderstanding each other, possibly merely about terminology.

When you (and pdf) say "reject", I am taking you to mean "regard as false". I may be mistaken about that.

I would hope that you don't mean that, for if so, your claim that "no evidence in favor -> almost always false" seems bound to lead to massive errors. For example, you have no evidence in favor of the claim "Rooney has string in his pockets". But you wouldn't on such grounds aver that such a claim is almost certainly false... (read more)

Eliezer, I agree that exactly even balances of evidence are rare. However, I would think suspending judgment to be rational in many situations where the balance of evidence is not exactly even. For example, if I roll a die, it would hardly be rational to believe "it will not come up 5 or 6", despite the balance of evidence being in favor of such a belief. If you are willing to make >50% the threshold of rational belief, you will hold numerous false and contradictory beliefs.

Also, I have some doubt about your claim that when "there is n... (read more)

-1encounterpiyush
It would be irrational to believe "it will not come up 5 or 6" because P(P(5 or 6) = 0) = 0, so you know for certain that its false. As you said "Claims about the probability of a given claim being true, helpful as they may be in many cases, are distinct from the claim itself." Before taking up any belief (if the situation demands taking up a belief, like in a bet, or living life), a Bayesian would calculate the likelihood of it being true vs the likelihood of it being false, and will favour the higher likelihood. In this case, the likelihood that "it will not come up 5 or 6" is true is 0, so a Bayesian would not take up that position. Now, you might observe that the belief that "1,2,3 or 4 will come up" is true also holds holds the likelihood of zero. In the case of a dice role, any statement of this form will be false, so a Bayesian will take up beliefs that talk probabilities and not certainties . (As Bigjeff explains, "At the most basic level, the difference between Bayesian reasoning and traditional rationalism is a Bayesian only thinks in terms in likelihoods") Ofcourse, one can always say "I don't know", but saying "I don't know" would have an inferior utility in life than being a Bayesian. So, for example, assume that your life depends on a series of dice rolls. You can take two positions: 1) You say "I believe I don't know what the outcome would be" on every roll. 2) You bet on every dice roll according to the information you have (in other words, You say "I believe that outcome X has Y chance of turning up". Both positions would be of course be agreeable, but the second position would give you a higher payoff in life. Or so Bayesians believe.
5bigjeff5
A Bayesian would not say definitively that it would not come up as 5 or 6. However, if you were to wager on whether or not the dice will come up as either 5 or 6, the only rational position is to bet against it. Given enough throws of the die, you will be right 2/3 of the time. At the most basic level, the difference between Bayesian reasoning and traditional rationalism is a Bayesian only thinks in terms in likelihoods. It's not a matter of "this position is at a >50% probability, therefore it is correct", it is a matter of "this position is at a >50% probability, so I will hold it to be more likely correct than incorrect until that probability changes". It's a difficult way of thinking, as it doesn't really allow you to definitively decide anything with perfect certainty. There are very few beliefs in this world for which a 100% probability exists (there must be zero evidence against a belief for this to occur). Math proofs, really, are the only class of beliefs that can hold such certainty. As such the possibility of being wrong pretty much always exists, and must always be considered, though by how much depends on the likelihood of the belief being incorrect. If no evidence is given for the belief, of course he is right to reject it. It is the only rational position Archimedes can take. Without evidence, Archimedes must assign a 0%, or near 0%, probability to the likelihood that the 20th century position is correct. However, if he is presented with the evidence for which we now believe such things, his probability assignment must change, and given the amount of evidence available it would be irrational to reject it. Just because you were wrong does not mean you were thinking irrationally. The converse of that is also true: just because you were right does not mean you were thinking rationally. Also note that it is a fairly well known fact that 20th century physics are broken - i.e. incorrect, or at least not completely correct. We simply have nothing partic
4DanielLC
If you gave him almost anything else that complex, it actually would be false. Once something gets even moderately complex, there is a huge number of other things that complex. Technically, he should figure that there's just a one in 10^somethingorother chance that it's true, but you can't remember all 10^somethingorother things that are that unlikely, so you're best off to reject it.

The error here is similar to one I see all the time in beginning philosophy students: when confronted with reasons to be skeptics, they instead become relativists. That is, where the rational conclusion is to suspend judgment about an issue, all too many people instead conclude that any judgment is as plausible as any other.