Imagine a variation of Newcomb’s problem where the Oracle is correct 99% of the time (say, half of people 1-box, half 2-box, and the Oracle is correct 99% of the time on each). What would FDT imply is the correct course of action then?
[Question] What does Functional Decision Theory say to do in imperfect Newcomb situations?
Imagine a variation of Newcomb’s problem where the Oracle is correct 99% of the time (say, half of people 1-box, half 2-box, and the Oracle is correct 99% of the time on each). What would FDT imply is the correct course of action then?