mieral
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What's the mathematical expression for manifold duplication in Many Worlds? In other words, how do the manifolds duplicate themselves endlessly?
The discussion centers on the concept of manifold duplication within the Many Worlds Interpretation (MWI) of quantum mechanics. Participants clarify that the term "manifold duplication" is not formally recognized in MWI, which describes quantum events as creating distinct branches rather than duplicating manifolds. The double slit experiment serves as a key example, illustrating how quantum choices lead to the emergence of multiple worlds, each represented by its own spacetime structure. The conversation emphasizes the importance of precise mathematical language over colloquial terms to avoid misunderstandings in quantum theory.
PREREQUISITESQuantum physicists, students of quantum mechanics, and anyone interested in the philosophical implications of Many Worlds Interpretation will benefit from this discussion.
mieral said:What's the mathematical expression for manifold duplication in Many Worlds?
PeterDonis said:What do you mean by "manifold duplication"? AFAIK there is no such thing in the MWI.
That is not at all what the MWI says. It's easy to misunderstand it the way you have when you hear things like "splits into two worlds" but that comes from people trying to use ordinary English words instead of the underlying math.mieral said:Everytime you created quantum choices like in the double slit experiment. The world is duplicated (left and right particle hit) in MWI. So at start there was one manifold. After the double slit experiment done, there are two manifolds. If it's not called Manifold Duplication. How are the spacetime in each world created? And why would Manifold Duplication be a bad choice of words?