LCL-832: Channel-Defined Closed-System with Entropic, Spectral Bounds

Abstract

LCL-832: Channel-Defined Closed-System with Entropic, Spectral Bounds Author: Guillaume Lessard, iD01t Productions (ORCID: 0009-0000-3465-3753) Date: March 28, 2026 DOI: 10.5281/zenodo.19301576 What this deposit contains LCL-832_v8_Channel-Defined Closed-System with Entropic, Spectral Bounds.docx.pdf (19 pages): the v8 manuscript on the LCL-832 channel-defined closed system. It presents the coherence identity alpha = 1 - 2.eps_eff (a conditional algebraic identity), the T_C = 18 stopping law, the Liouvillian spectral law omega/alpha = g - 1 (a property of the postulated generator, presented as exact), entropic and spectral bounds, and the optimal control law (an analytic model fitted to the empirical anchor alpha_op = 0.8783). Licensing This manuscript is shared under CC-BY-4.0.