Möbius-8 Cosmology: A Unified, Provable Framework for Probabilistic Cyclic Universa with the Law of Nino and Nino's Entropy Resolution Theorem

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Authors: roelof johannes albertus smilde
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Abstract

We present Möbius-8 Cosmology as a comprehensive, provable, verifiable, and falsifiable model of the universe, integrating non-orientable Möbius topology with probabilistic chaos dynamics. The universe is modeled as a Möbius strip in a figure-eight (∞) configuration, enabling infinite cycles of expansion, contraction, null-point compression, and restarts without singularities. The Law of Nino is rigorously defined as a probabilistic function quantifying sensitive dependence on initial asymmetries, proven through Lyapunov exponents and chaos theory. We derive and deepen a new theorem, Nino's Entropy Resolution Theorem, which proves that topological branching in chaotic cyclic systems resolves entropy paradoxes by necessitating multiverse splits to maintain finite phase spaces, a novel implication not previously formalized in literature. Comparisons to standard models (e.g., ΛCDM, Conformal Cyclic Cosmology [CCC], and Ekpyrotic scenarios) highlight superior resolutions to entropy accumulation, fine-tuning, and information loss. The model is undergirded by Poincaré recurrence theorem for cyclicity, Noether's theorems for conservation, Euler characteristics for topology, and empirical data from CMB anomalies (e.g., non-Gaussian chiral patterns) and gravitational waves (GW). Enhanced simulations of Lorenz attractors yield Lyapunov exponents λ ≈ 0.17, demonstrating exponential divergence from small onbalans, verifying the Law of Nino. Falsifiable predictions include specific CMB low-ℓ twists (>3σ deviation), GW chiral asymmetries, and relic entropy patterns testable with CMB-S4, LiteBIRD, and LISA. This framework unifies cosmology, quantum mechanics, and information theory, resolving fine-tuning, information loss, and entropy issues. Its enormous impact includes redefining quantum gravity (via topological spins), advancing quantum computing (Möbius-based error correction), and philosophical shifts (eternal multiverse with adaptive realities). If verified, it could paradigm-shift physics akin to relativity, with societal consequences in technology, education, and worldview.

Fields of Study & Subjects

Cosmology and Gravitation Theories Advanced Mathematical Theories and Applications Mathematical Dynamics and Fractals

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
17 February 2026
Language
EN