JesseM
Science Advisor
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That doesn't make sense to me, are you assigning a distinct probability to the "interference terms"? If that 1^-23 possibility occurred, what kind of "world" would that be? Interference terms aren't distinct possible measurable states as I understand it (they aren't eigenstates of any observable), nor do I think it even makes sense to see them as distinct possible state vectors in a mixed state, since the number of terms in a density matrix can be greater than the number of state vectors in the statistical ensemble making up a true mixed state, see the simple example I looked at [post=3245596]here[/post] where there are just two possible state vectors in the ensemble but the density matrix has 4 possible entries.Dmitry67 said:The values of "probabilities", or "intensity of existence" how it is called in MWI, have an exact value in MWI as it is defined by the wavefunction. Instead of 0.5/0.5 you have say 0.5-1^-23, which leaves a room for the interference terms. So it makes sense to assign a probability.