The topic of this thread is: In naive MWI, it is postulated that all Everett branches coexist. (For example, if I toss a quantum fair coin n times, there will be 2n branches with all possible outcomes.) Under this assumption, it’s not clear in what sense the Born rule is true. (What is the meaning of the probability measure over the branches if all branches coexist?)
The topic of this thread is: In naive MWI, it is postulated that all Everett branches coexist. (For example, if I toss a quantum fair coin n times, there will be 2n branches with all possible outcomes.) Under this assumption, it’s not clear in what sense the Born rule is true. (What is the meaning of the probability measure over the branches if all branches coexist?)