A variational Lagrangian based on kinetic energy under continuity and log-homotopy constraints produces an irrotational flow for particle filters that is structurally isomorphic to Madelung's quantum fluid equations.
New theory and numerical results for Gromov’s method for stochastic particle flow filters,
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A Variational Lagrangian Framework for Log-Homotopy Particle Flow Filters
A variational Lagrangian based on kinetic energy under continuity and log-homotopy constraints produces an irrotational flow for particle filters that is structurally isomorphic to Madelung's quantum fluid equations.