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by AIPedant
328 days ago
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The expected value is itself a random variable, there is always a chance you mischaracterized the underlying distribution. For sports stars the variance in the expected value is extremely small, even if the variance in the sample value is quite large - it might be hard to predict how an individual sports star will do, but there is enough data to get a sense of the overall distribution and identify potential outliers. For AI researchers pursuing AGI, this variance between distributions is arguably even worse than the distribution between samples - there's no past data whatsoever to build estimates, it's all vibes. |
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You can argue the distribution is hard to pin down (hence my note on risk), but let’s not pretend there’s zero precedent.
If it turns out to be another winter at least it will have been a fucking blizzard.