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by 7777fps
2243 days ago
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This reminds me of a prediction game experiment I heard that was described like the following. \* The researchers presented the following to people. f(1) = true
f(2) = true
f(4) = true
f(8) = true
And asked, what is f?And the people will immediately jump in and test 16, 32, and then proudly declare that f = x -> x = 2^n for some integer n
Forgetting to test f(3), f(5), etc.With more examination it turns out that f = x -> true.
\* I wish I could remember more of the details such as whether it was an experiment or just an illustration of one but it's not an easy thing to search for and I rely on memory and searching too much. |
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He uses the game to show that people do something akin to Bayesian updating over possible concepts and have certain intuitive priors (e.g., ‘even numbers’ is a priori more likely than {2, 7, 9, 31}).
This is briefly mentioned at the beginning of Kevin Murphy’s Machine Learning: A Probabilistic Approach, so you might also have encountered it there.