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Does Bohmian mechanics have a mathematically well-defined initial-value problem with unique solution for given initial data?
The right hand side of the guiding equation has singularities at all configuration space positions where ##\psi## vanishes. Thus the particle dynamics breaks down.
Thus the dynamics of Bohmian mechanics looks ill-defined.
The right hand side of the guiding equation has singularities at all configuration space positions where ##\psi## vanishes. Thus the particle dynamics breaks down.
Thus the dynamics of Bohmian mechanics looks ill-defined.
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