It has been claimed on this site that the fundamental question of rationality is "What do you believe, and why do you believe it?".
A good question it is, but I claim there is another of equal importance. I ask you, Less Wrong...
What are you doing?
And why are you doing it?
http://lesswrong.com/lw/17h/the_lifespan_dilemma/
If you read the article and the comments, you will see that no one really gave an answer.
As far as I can see, it absolutely requires either a bounded utility function (which Eliezer would consider scope insensitivity), or it requires accepting an indefinitely small probability of something extremely good (e.g. Pascal's Wager).
If you believe that there is something with arbitrarily high utility, then by definition, you will accept an indefinitely small probability of it.
Assume my life has a utility of 10 right now. My preferences are such that there is absolutely nothing I would take a 99% chance of dying for. Then, by definition, there's nothing with a utility of 1000 or more. The problem comes from assuming that there is such a thing when there isn't. I don't see how this is scope insensitivity; it's just how my preferences are.
Someone who really had an unbounded utility funct... (read more)