And yet if you just keep them split up as R(y,d) indexed by both y and d, the MEE condition holds. So if Beauty expected to get both the observations and be told the day of those observations, she would expect no net update of P(H).
Huh. Does this mean that if being told only the content y makes an agent predictably update towards P(H)<0.5, being told only the day d makes your procedure predictably update towards P(H)>0.5?
And yet if you just keep them split up as R(y,d) indexed by both y and d, the MEE condition holds. So if Beauty expected to get both the observations and be told the day of those observations, she would expect no net update of P(H).
Huh. Does this mean that if being told only the content y makes an agent predictably update towards P(H)<0.5, being told only the day d makes your procedure predictably update towards P(H)>0.5?