- May 22, 2017
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Hello welcome to Interesting Paradoxes
Today's paradox is:
Newcomb's Paradox
You are presented with 2 boxes. One is Transparent and filled with 1,000$. Second is opaque and filled with 1,000,000$
You have to choose to either open both boxes, or open only the second box. But there's a catch
A supercomputer with very high accuracy will try and predict what you will do, if he predicts you will open both box, he will not put 1,000,000$ on the other. If he predicts you will open only the second box, he will put 1,000,000$ in it
The supercomputer has made his prediction, what will you do?
What is the most rational thing to do? They are both logical and rational answers but you can only do one
Today's paradox is:
Newcomb's Paradox
You are presented with 2 boxes. One is Transparent and filled with 1,000$. Second is opaque and filled with 1,000,000$
You have to choose to either open both boxes, or open only the second box. But there's a catch
A supercomputer with very high accuracy will try and predict what you will do, if he predicts you will open both box, he will not put 1,000,000$ on the other. If he predicts you will open only the second box, he will put 1,000,000$ in it
The supercomputer has made his prediction, what will you do?
What is the most rational thing to do? They are both logical and rational answers but you can only do one



