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Hydrodynamical formulation of quantum mechanics, Kahler structure, and Fisher information
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The Schrodinger equation can be derived using the minimum Fisher information principle. I discuss why such an approach should work, and also show that the Kahler and Hilbert space structures of quantum mechanics result from combining the symplectic structure of the hydrodynamical model with the Fisher information metric.
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Cited by 1 Pith paper
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A Time-Symmetric Variational Reformulation of Nonrelativistic Quantum Mechanics
A Fisher-information action can reproduce the Schrödinger equation, but the claimed derivation of the Born rule without collapse assumes the probability interpretation it purports to derive.
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