Timescale coalescence in AR(1) hidden drivers creates a spectrally dark regime where persistent forcing is invisible to one-pole models, with the local spectral distance scaling as C lambda^4 due to manifold geometry.
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A unified geometric variational formulation based on nonlinear nonholonomic constraints derives a thermodynamically consistent stochastic thermodynamics with entropy as a dynamical variable and naturally emerging fluctuation theorems.
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Timescale Coalescence Makes Hidden Persistent Forcing Spectrally Dark
Timescale coalescence in AR(1) hidden drivers creates a spectrally dark regime where persistent forcing is invisible to one-pole models, with the local spectral distance scaling as C lambda^4 due to manifold geometry.
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Variational formulation of stochastic thermodynamics: Finite-dimensional systems
A unified geometric variational formulation based on nonlinear nonholonomic constraints derives a thermodynamically consistent stochastic thermodynamics with entropy as a dynamical variable and naturally emerging fluctuation theorems.