Classical turbulence obeys the Migdal area law for circulation because wavefunction zeros in a quantum-derived stochastic fluid equation carry quantized circulation whose topology enforces the area scaling.
Nelson.Dynamical Theories of Brownian Motion
2 Pith papers cite this work. Polarity classification is still indexing.
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Quantum mechanics emerges as the symmetric equilibrium of a dissipative classical theory with dual system-environment sectors derived from a complex action principle.
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Why Does Classical Turbulence Obey an Area Law?
Classical turbulence obeys the Migdal area law for circulation because wavefunction zeros in a quantum-derived stochastic fluid equation carry quantized circulation whose topology enforces the area scaling.
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Dissipative Hamilton Jacobi Dynamics and the Emergence of Quantum Wave Mechanics
Quantum mechanics emerges as the symmetric equilibrium of a dissipative classical theory with dual system-environment sectors derived from a complex action principle.