pith. sign in

( 15) similarly gives ∆ ⟨k⟩eff = − 1 2 bβε 2 nP (nP + 1) + O(b2), (A4) since eβε / (eβε − 1)2 = nP (nP + 1)

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Bounded thermal weights from a discrete Boltzmann factor

physics.gen-ph · 2026-04-18 · unverdicted · novelty 4.0

The bounded discrete thermal weight suppresses black-hole Hawking luminosity near the cutoff and supports an exact Jarzynski identity for work but not a simple Crooks relation.

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  • Bounded thermal weights from a discrete Boltzmann factor physics.gen-ph · 2026-04-18 · unverdicted · none · ref 8

    The bounded discrete thermal weight suppresses black-hole Hawking luminosity near the cutoff and supports an exact Jarzynski identity for work but not a simple Crooks relation.