Answers are grounded in this paper and cite their sources.
Theoretical analysis demonstrates an ontological basis for entropy and Landauer's principle in discrete dynamical networks, highlighting a unified conservation of mass, energy, and information.
The Unified Wave Cosmological Model (UWCM) describes the Universe as a discrete dynamical network — the Plast. This work develops the formalism of the earlier preprint "Entropy, Information and the Internal Observer" [2], where entropy growth was derived from network dynamics. Here we provide a quantitative measure of the information process: information is defined as the number of changed connections ΔN. The energy cost of changing the configuration of a node is derived, and a connection is established between the information capacity of the ontological boundary (SGW) and the Planck scale. Within the proposed formalism, an ontological foundation is given to Landauer's principle: energy is released not by "erasing" information, but by restructuring Plast connections. It is also shown that the function of Maxwell's demon on a cosmological scale is performed by the SGW, transforming the chaos of the Filling into structured information at the cycle boundary. A formulation of the ontological law of conservation is proposed: energy, information, and mass are not created or destroyed — they only transition from one form to another. This makes UWCM not just a physical model, but a complete ontological system where nothing is lost and nothing arises from nothing. The work outlines tasks for further formalization: a rigorous derivation of the projection operator P from the dynamics of the Plast graph (see Section 3), as well as the extension of the proposed formalism to other levels of the Filling hierarchy.
No takes yet. Share an insight, caveat, or question.
Gleb Slavutskiy (2026) studied this question.
Synapse has enriched 8 closely related papers on similar clinical questions. Consider them for comparative context: