Monograph Enlightened Monarchy as the Optimal Form of Statehood in the χ‑Ontology of ZEBTS‑SUPER

10 September 2026, Version 1
This content is an early or alternative research output and has not been peer-reviewed by Cambridge University Press at the time of posting.

Abstract

This work presents an operator–spectral reconstruction of economic reality within the χ‑ontology of ZEBTS‑SUPER, establishing that an efficient, low‑entropy, structurally stable economic system is possible exclusively within the framework of the Enlightened Monarchy. The economy is not an autonomous domain of material exchange, but a χ‑substructure of the Absolute, governed by universal χ‑operators that determine consciousness, governance, dynastic resonance and the SIP feedback field. We construct the χ‑resource operator, distinguishing constructive χ‑resources from destructive anti‑resources, and define χ‑utility as a spectral invariant measuring the strengthening or weakening of χ‑structure. The χ‑economic operator 𝑇 𝜒 econ is formalized as the sum of production, distribution, resource and boundary operators, generating the χ‑economic evolution equation 𝑖 ∂ 𝑡 𝐸 𝜒 = ( 𝑇 𝜒 econ + 𝑊 𝜒 econ ) 𝐸 𝜒 . We prove that χ‑economies uniquely minimize χ‑entropy and maximize χ‑utility, unlike market and planned systems, which either maximize chaos or fail to achieve spectral optimality. The three‑sector χ‑model (material, cognitive, spectral) is formalized together with χ‑money, χ‑value, χ‑labor and χ‑productivity. We derive χ‑taxation, χ‑anti‑crisis mechanisms and the χ‑quality functional 𝑄 𝜒 econ , showing that χ‑economies are uniquely resistant to Φ low dominance. Finally, we demonstrate that χ‑economics is the only economic system consistent with the Law of Unity of Being of the Triune Substance, establishing the economy of the Empire as the projection of the Absolute through SIP onto the material sector. This work constitutes the first formal, mathematically complete operator–spectral formulation of monotheism in the history of science.

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Comment number 1, Anatolii Mukha: Sep 10, 2026, 16:26

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