The 1+2 Universal Cosmological Logical Model (Revised and Finalized Version V4.1)

Abstract

Existing physics employs disjoint mathematical frameworks for microscopic and macroscopic scales and fails to clarify the structural role of black holes in cosmic evolution. This paper proposes a “1+2” universal cosmological logical model, taking the noumenon–phenomenon binary ground as its core axiom, in order to provide a unified explanation of the operation laws spanning from elementary particles to galactic structures. The model defines “1” as the noumenal source, corresponding to the inward-convergent nature of gravity in the universe; and “2” as the binary dynamic appearance, encompassing the three fundamental interactions—strong, weak, and electromagnetic—together with all derived motions, energies, and structural differences. By introducing the axiom of field-domain boundaries, the model delineates two sets of operational rules: in ordinary spacetime, the Law of Transient Coupling prevails, such that 1 and 2 are temporarily bound and inseparable, and matter persists stably in its activated state; inside black-hole event horizons, the Law of Dissociative Demarcation governs, where extreme gravity can break the coupling, enabling the noumenon to return to itself and the appearance to separate. On this basis, black holes are redefined as bidirectional conversion hubs of the cosmic cycle—their event horizons are the universe’s sole pure-2 information-storage layers, which strip away and recycle binary appearances inwardly while converging pure noumenon 1, and outwardly release binary energy through relativistic jets and Hawking radiation to drive the generation of new matter. The model requires only two basic axioms to account for gravitational distribution, black-hole thermodynamics, galactic rotation curves, and other observed phenomena, without invoking dark matter. It thus constructs a logically self‑consistent, extremely simple, “decoupling‑reconstruction” cyclic cosmological paradigm.