From: Mike Dougherty (firstname.lastname@example.org)
Date: Mon May 18 2009 - 21:21:30 MDT
On Mon, May 18, 2009 at 10:34 PM, Benja Fallenstein
> On day 1, give the agent a choice between two contracts, A and B. A
> pays $1 every day until the end of time. B offers no recurrent
> payments, but on every successive day the agent can terminate the
> contract; if the agent terminates the contract on day n, it receives a
> one-time payment of $(n+1000).
A mortal may wisely determine that there is a high likelihood they
could outlive their prediction by more than 1000 days, so should
choose contract A the same as an immortal who chooses A.
Every scenario I have imagined to 'solve' this puzzle involves a
cooperative relationship between two conscious agents gaming a dumb
system. That's so far from the scenario that it isn't worth
discussing. I still conclude that "immortality" is NOT computable.
(for the commonly understood definition)
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