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Kindly comments on Brief Question about FAI approaches - Less Wrong Discussion
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Comments (42)
Huh?
Suppose my utility function is unbounded and linear in kittens (for any finite number of kittens I am aware of, that number is the output of my utility function). How do you normalize this utility to [-1,1] (or any other interval) while preserving the property that I'm indifferent between 1 kitten and a 1/N chance of N kittens?
Is the number of possible kittens bounded? That's the point I was missing earlier.
If the number of kittens is bounded by M, your maximum utility u_max is bounded by M times the constant utility of a kitten (M * u_kitten). Therefore u_kitten is bounded by 1/M.
In future, consider expressing these arguments in terms of ponies. Why make a point using hypothetical utility functions, when you can make the same point by talking about what we really value?