Finite-difference zeta regularization yields scale-dependent spectral weighting in effective actions, unifying zeta regularization, nonextensive scaling, and information geometry under a common finite-difference principle.
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q-exponentials from superstatistics accurately describe circulation probability distributions in homogeneous isotropic turbulence.
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Finite-difference zeta function regularisation and spectral weighting in effective actions
Finite-difference zeta regularization yields scale-dependent spectral weighting in effective actions, unifying zeta regularization, nonextensive scaling, and information geometry under a common finite-difference principle.
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Superstatistical Approach to Turbulent Circulation Fluctuations
q-exponentials from superstatistics accurately describe circulation probability distributions in homogeneous isotropic turbulence.