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Vladimir_Nesov comments on Bayesian Utility: Representing Preference by Probability Measures - Less Wrong

10 Post author: Vladimir_Nesov 27 July 2009 02:28PM

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Comment author: Vladimir_Nesov 28 July 2009 11:38:18AM 2 points [-]

The Hofstadter's Law of Inferential Distance: What you are saying is always harder to understand than you expect, even when you take into account Hofstadter's Law of Inferential Distance.

Of course this post is only a small side-node, and it tells nothing about which events mean what. Human preference is a preference, so even without details the discussion of preference-in-general has some implications for human preference, which the last paragraph of the post alluded to, with regards to picking priors for Bayesian math.