∞-Groupoid Cosmology G; First-Principles Derivation of Cosmological Structure Based on Axioms of Information Conservation and Computability
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2026
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| _version_ | 1866901513644802048 |
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| author | zhou, Changzheng zhou, ziqing |
| author_facet | zhou, Changzheng zhou, ziqing |
| contents | <p>This paper starts from a minimalist axiomatic system and attempts to provide a<br>self-consistent theoretical framework for the large-scale structure of the universe and<br>its potential multiplicity. The core of the system consists of two fundamental ax<br>ioms: information conservation and the computability of physical processes. By in<br>troducing ∞-groupoids as the mathematical framework for describing the quantum<br>information state of the universe and defining the information potential difference as<br>a dynamical variable within this framework, this paper deduces that cosmic evolu<br>tion must be accompanied by discrete CPT-symmetric branching processes, thereby<br>intrinsically generating a series of mutually mirrored universe pairs. This process<br>corresponds mathematically to semantic layer transitions of ∞-groupoids. Further<br>more, through renormalization analysis of observable dimensions under holographic<br>boundary conditions, the theory predicts a series of discrete phase transition points<br>in the history of cosmic evolution, corresponding to shifts in information process<br>ing paradigms. This framework not only logically and self-consistently explains the<br>potential origin of multiverse structures, but also derives a series of parameter-free,<br>unique predictions that can be tested by next-generation astronomical observations,<br>including a specific index for the evolution of the cosmological constant, odd-even<br>modeoscillations in the primordial gravitational wave power spectrum, and step-like<br>features in the holographic boundary noise temperature.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18277412 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | ∞-Groupoid Cosmology G; First-Principles Derivation of Cosmological Structure Based on Axioms of Information Conservation and Computability zhou, Changzheng zhou, ziqing Information Conservation; Computability; ∞-Groupoids; CPT Symme try; Holographic Principle; Cosmological Observational Predictions <p>This paper starts from a minimalist axiomatic system and attempts to provide a<br>self-consistent theoretical framework for the large-scale structure of the universe and<br>its potential multiplicity. The core of the system consists of two fundamental ax<br>ioms: information conservation and the computability of physical processes. By in<br>troducing ∞-groupoids as the mathematical framework for describing the quantum<br>information state of the universe and defining the information potential difference as<br>a dynamical variable within this framework, this paper deduces that cosmic evolu<br>tion must be accompanied by discrete CPT-symmetric branching processes, thereby<br>intrinsically generating a series of mutually mirrored universe pairs. This process<br>corresponds mathematically to semantic layer transitions of ∞-groupoids. Further<br>more, through renormalization analysis of observable dimensions under holographic<br>boundary conditions, the theory predicts a series of discrete phase transition points<br>in the history of cosmic evolution, corresponding to shifts in information process<br>ing paradigms. This framework not only logically and self-consistently explains the<br>potential origin of multiverse structures, but also derives a series of parameter-free,<br>unique predictions that can be tested by next-generation astronomical observations,<br>including a specific index for the evolution of the cosmological constant, odd-even<br>modeoscillations in the primordial gravitational wave power spectrum, and step-like<br>features in the holographic boundary noise temperature.</p> |
| title | ∞-Groupoid Cosmology G; First-Principles Derivation of Cosmological Structure Based on Axioms of Information Conservation and Computability |
| topic | Information Conservation; Computability; ∞-Groupoids; CPT Symme try; Holographic Principle; Cosmological Observational Predictions |
| url | https://doi.org/10.5281/zenodo.18277412 |