Part 2: Structural Recursion Hypothesis as a cosmological extension of the Locally Relative Expansion (LRAE)

This theoretical paper introduces the Structural Recursion Hypothesis as a cosmological extension of the Locally Relative Expansion (LRAE) framework and its subsequent implications, including the theory of Structurally Decoupled Matter (SEM). The core claim: The universe never loses matter — it cycles through structural phases of interaction and decoupling. The state ϵ(xμ)=0\epsilon(x^\mu) = 0ϵ(xμ)=0 does not represent a final collapse, but a temporary structural instability, from which interaction must re-emerge. This leads to a self-regulating cosmological process:interaction → stasis → reactivation. This model challenges classical notions of finality (heat death, singularities) and instead proposes that spacetime behaves as a recursively breathing structure, governed by the principle of universal interaction. The Structural Recursion Hypothesis thus presents a field-dynamic cosmology, in which “nothingness” never truly exists — only structural transition. Autorschaft: Andreas Jung Mit Unterstützung durch: KI (ChatGPT, OpenAI) Lizenz: Creative Commons Attribution 4.0 International (CC BY 4.0) Veröffentlichung: Juni 2025Kontakt: [email protected]