LeandroMdO
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stevendaryl said:To get a "single-world" from this, it seems to me that you need a second kind of dynamics (the hidden-variables of Aaronson, or Bohm) that selects one possibility out of the two possible measurement states.
To get many worlds you also need another kind of dynamics that separates the mental states of the observers. The final state is a state in a superposition, not necessarily a state with "many worlds". It must first be proved that the many worlds interpretation is correct before making this assertion.
The main question is this: what kind of models are describable by the mathematics of quantum mechanics? It's clear that there are many-world models that satisfy that property, but it's also clear that there are models with a single world that also do. We can use the flow model, or the Schrödinger model, or any other such hidden variable model to construct either possibility. For that reason, any attempt to argue that either many-world interpretations or single-world interpretations are logically impossible is doomed to fail. More assumptions other than the pure axioms of quantum mechanics are needed to establish this.