A least-constraint variational principle is introduced for quantum mechanics in which minimizing a probability-weighted acceleration-deviation functional, with the quantum potential as constraint, yields equations equivalent to the Schrödinger equation.
Kostin, On the Schr¨ odinger–Langevin equation, J
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Least constraint approach to non-relativistic quantum mechanics
A least-constraint variational principle is introduced for quantum mechanics in which minimizing a probability-weighted acceleration-deviation functional, with the quantum potential as constraint, yields equations equivalent to the Schrödinger equation.