Newcomb’s paradox is my favourite. You have two boxes in front of you. Box B contains $1000. You can either pick box A only, or both boxes A and B. Sounds simple, right? No matter what’s in box A, picking both will always net you $1000 more, so why would anyone pick only box A?
The twist is that there’s a predictor in play. If the predictor predicted that you would pick only box A, it will have put $1,000,000 in box A. If it predicted that you would pick both, it will have left box A empty. You don’t know how the predictor works, but you know that so far it has been 100% accurate with everyone else who took the test before you.
Newcomb’s paradox is my favourite. You have two boxes in front of you. Box B contains $1000. You can either pick box A only, or both boxes A and B. Sounds simple, right? No matter what’s in box A, picking both will always net you $1000 more, so why would anyone pick only box A?
The twist is that there’s a predictor in play. If the predictor predicted that you would pick only box A, it will have put $1,000,000 in box A. If it predicted that you would pick both, it will have left box A empty. You don’t know how the predictor works, but you know that so far it has been 100% accurate with everyone else who took the test before you.
What do you pick?
I pick box A, then later pay the predictor his cut, which will work because he would have predicted I would do so.
I do not believe that the premise includes the stipulation that the predictor is human.
Robots need money too