On the Information Conservation Law This article establishes the foundational version of the Information Conservation Law (ICL) as the central axis of the proposed framework. Its task is not yet to prove the law in all its domains or to confront it numerically with data, but to state clearly what it claims, why it is introduced, and how it organizes a common architecture for measurement, decoherence, horizons, and emergent geometric relations. The ICL is formulated here as an internal law of the model and as a proposed physical hypothesis relative to established physics, summarized by the bookkeeping relation dIₐccessible + dIₕidden + dIₕorizon = 0. On that basis the paper fixes an operational taxonomy, a set of interpretive principles, and a minimal effective realization through a scalar field s (x) understood as a coarse-grained collective variable rather than a unique microscopic derivation. The work positions this proposal against holography, ER = EPR, relational quantum mechanics, decoherence, and black-hole complementarity, and makes explicit that exact demonstrations and quantitative applications lie beyond the scope of the present article. The result is a foundational formulation of the ICL: a proposal that fixes the law, its scope, its minimal ontology, and its role as a possible organizing principle between quantum mechanics, horizons, and the effective structure of spacetime.
Angel Velazquez Diaz (Thu,) studied this question.