This seems like a clear example of “You shouldn’t adjust the probability that high just because you’re trying to avoid overconfidence; that’s privileging a complicated possibility.”
This seems like a clear example of “You shouldn’t adjust the probability that high just because you’re trying to avoid overconfidence; that’s privileging a complicated possibility.”
Has there been a post on this subject yet? Handling overconfidence in that sort of situation is complicated.
Thanks! I recall reading that one but didn’t recall.
It still leaves me with some doubt about how to handle uncertainty around the extremes without being pumpable or sometimes catastrophically wrong. I suppose some of that is inevitable given hardware that is both bounded and corrupted but I rather suspect there is some benefit to learning more. There’s probably a book or ten out there I could read.
It may or may not be an example, but it’s certainly not a clear one to me. Please explain? The entire sentence seems nonsensical, I know that the individual words mean but not how to apply them to the situation. Is this just some psychological effect because it targets a statement I personally made? It certainly doesn’t feel like it but...
Edit: Figured out what I misunderstood. I modelled as .02 positive confidence not .98 negative confidence.
This seems like a clear example of “You shouldn’t adjust the probability that high just because you’re trying to avoid overconfidence; that’s privileging a complicated possibility.”
Has there been a post on this subject yet? Handling overconfidence in that sort of situation is complicated.
http://lesswrong.com/lw/u6/horrible_lhc_inconsistency/
Thanks! I recall reading that one but didn’t recall.
It still leaves me with some doubt about how to handle uncertainty around the extremes without being pumpable or sometimes catastrophically wrong. I suppose some of that is inevitable given hardware that is both bounded and corrupted but I rather suspect there is some benefit to learning more. There’s probably a book or ten out there I could read.
Reading this comment made me slightly update my probability that the parent, or a weaker version thereof, is correct.
It may or may not be an example, but it’s certainly not a clear one to me. Please explain? The entire sentence seems nonsensical, I know that the individual words mean but not how to apply them to the situation. Is this just some psychological effect because it targets a statement I personally made? It certainly doesn’t feel like it but...
Edit: Figured out what I misunderstood. I modelled as .02 positive confidence not .98 negative confidence.
2% is way way way WAY too high for something like that. You shouldn’t be afraid to assign a probability much closer to 0.