Please read the post before voting on the comments, as this is a game where voting works differently.
Warning: the comments section of this post will look odd. The most reasonable comments will have lots of negative karma. Do not be alarmed, it's all part of the plan. In order to participate in this game you should disable any viewing threshold for negatively voted comments.
Here's an irrationalist game meant to quickly collect a pool of controversial ideas for people to debate and assess. It kinda relies on people being honest and not being nitpickers, but it might be fun.
Write a comment reply to this post describing a belief you think has a reasonable chance of being true relative to the the beliefs of other Less Wrong folk. Jot down a proposition and a rough probability estimate or qualitative description, like 'fairly confident'.
Example (not my true belief): "The U.S. government was directly responsible for financing the September 11th terrorist attacks. Very confident. (~95%)."
If you post a belief, you have to vote on the beliefs of all other comments. Voting works like this: if you basically agree with the comment, vote the comment down. If you basically disagree with the comment, vote the comment up. What 'basically' means here is intuitive; instead of using a precise mathy scoring system, just make a guess. In my view, if their stated probability is 99.9% and your degree of belief is 90%, that merits an upvote: it's a pretty big difference of opinion. If they're at 99.9% and you're at 99.5%, it could go either way. If you're genuinely unsure whether or not you basically agree with them, you can pass on voting (but try not to). Vote up if you think they are either overconfident or underconfident in their belief: any disagreement is valid disagreement.
That's the spirit of the game, but some more qualifications and rules follow.
If the proposition in a comment isn't incredibly precise, use your best interpretation. If you really have to pick nits for whatever reason, say so in a comment reply.
The more upvotes you get, the more irrational Less Wrong perceives your belief to be. Which means that if you have a large amount of Less Wrong karma and can still get lots of upvotes on your crazy beliefs then you will get lots of smart people to take your weird ideas a little more seriously.
Some poor soul is going to come along and post "I believe in God". Don't pick nits and say "Well in a a Tegmark multiverse there is definitely a universe exactly like ours where some sort of god rules over us..." and downvote it. That's cheating. You better upvote the guy. For just this post, get over your desire to upvote rationality. For this game, we reward perceived irrationality.
Try to be precise in your propositions. Saying "I believe in God. 99% sure." isn't informative because we don't quite know which God you're talking about. A deist god? The Christian God? Jewish?
Y'all know this already, but just a reminder: preferences ain't beliefs. Downvote preferences disguised as beliefs. Beliefs that include the word "should" are are almost always imprecise: avoid them.
Additional rules:
- Generally, no repeating an altered version of a proposition already in the comments unless it's different in an interesting and important way. Use your judgement.
- If you have comments about the game, please reply to my comment below about meta discussion, not to the post itself. Only propositions to be judged for the game should be direct comments to this post.
- Don't post propositions as comment replies to other comments. That'll make it disorganized.
- You have to actually think your degree of belief is rational. You should already have taken the fact that most people would disagree with you into account and updated on that information. That means that any proposition you make is a proposition that you think you are personally more rational about than the Less Wrong average. This could be good or bad. Lots of upvotes means lots of people disagree with you. That's generally bad. Lots of downvotes means you're probably right. That's good, but this is a game where perceived irrationality wins you karma. The game is only fun if you're trying to be completely honest in your stated beliefs. Don't post something crazy and expect to get karma. Don't exaggerate your beliefs. Play fair.
- Debate and discussion is great, but keep it civil. Linking to the Sequences is barely civil -- summarize arguments from specific LW posts and maybe link, but don't tell someone to go read something. If someone says they believe in God with 100% probability and you don't want to take the time to give a brief but substantive counterargument, don't comment at all. We're inviting people to share beliefs we think are irrational; don't be mean about their responses.
- No propositions that people are unlikely to have an opinion about, like "Yesterday I wore black socks. ~80%" or "Antipope Christopher would have been a good leader in his latter days had he not been dethroned by Pope Sergius III. ~30%." The goal is to be controversial and interesting.
- Multiple propositions are fine, so long as they're moderately interesting.
- You are encouraged to reply to comments with your own probability estimates, but comment voting works normally for comment replies to other comments. That is, upvote for good discussion, not agreement or disagreement.
- In general, just keep within the spirit of the game: we're celebrating LW-contrarian beliefs for a change!
Let's see if we can try to hug the query here. What exactly is the mistake I'm making when I say that I believe such-and-such is true with probability 0.001?
Is it that I'm not likely to actually be right 999 times out of 1000 occasions when I say this? If so, then you're (merely) worried about my calibration, not about the fundamental correspondence between beliefs and probabilities.
Or is it, as you seem now to be suggesting, a question of attire: no one has any business speaking "numerically" unless they're (metaphorically speaking) "wearing a lab coat"? That is, using numbers is a privilege reserved for scientists who've done specific kinds of calculations?
It seems to me that the contrast you are positing between "numerical" statements and other indications of degree is illusory. The only difference is that numbers permit an arbitrarily high level of precision; their use doesn't automatically imply a particular level. Even in the context of scientific calculations, the numbers involved are subject to some particular level of uncertainty. When a scientist makes a calculation to 15 decimal places, they shouldn't be interpreted as distinguishing between different 20-decimal-digit numbers.
Likewise, when I make the claim that the probability of Amanda Knox's guilt is 10^(-3), that should not be interpreted as distinguishing (say) between 0.001 and 0.002. It's meant to be distinguished from 10^(-2) and (perhaps) 10^(-4). I was explicit about this when I said it was an order-of-magnitude estimate. You may worry that such disclaimers are easily forgotten -- but this is to disregard the fact that similar disclaimers always apply whenever numbers are used in any context!
Here's the way I do it: I think approximately in terms of the following "scale" of improbabilities:
(1) 10% to 50% (mundane surprise)
(2) 1% to 10% (rare)
(3) 0.1% (=10^(-3)) to 1% (once-in-a-lifetime level surprise on an important question)
(4) 10^(-6) to 10^(-3) (dying in a plane crash or similar)
(5) 10^(-10) to 10^(-6) (winning the lottery; having an experience unique among humankind)
(6) 10^(-100) to 10^(-10) (religions are true)
(7) below 10^(-100) (theoretical level of improbability reached in thought experiments).
Love the logic and the scale, although I think Vladimir_M pokes some important holes specifically at the 10^(-2) to 10^(-3) level.
May I suggest "un-planned for errors?" In my experience, it is not useful to plan for contingencies with about a 1/300 chance in happening per trial. For example, on any given day of the year, my favorite cafe might be closed due to the owner's illness, but I do not call the cafe first to confirm that it is open each time I go there. At any given time, one of my 300-ish acquaintances is probably nursing a grudge again... (read more)