Evaluates cosmological predictions of the Stratoverso Framework, suggesting significant implications for current models.
We present the definitive unified exposition of the Stratoverso Framework, integrating the complete mathematical and physical results of Papers A through K into a single coherent document (59 pages, 36 references). The Stratoverso is a non-perturbative extension of canonical scalar field cosmology in which an inverse power-law potential V(φ) = V₀φ-β drives the universe toward a finite-time critical point t*, where loss of Lipschitz continuity naturally stratifies the solution space into N_layer = 140±3 nested cosmological layers. The scaling exponent γ = αβ is derived by a first-principles uniqueness proof, not assumed. The KK decoupling is validated analytically (m_KK ≫ H, corrections O(H²ℓ²) ≲ 10⁻⁶) and the radion stabilization is shown to be tachyon-free. The connection between Floquet instabilities and the macroscopic tidal tensor is derived quantitatively via the full 5D Riemann projection. The holomorphic unification complexifies time as w = ln(t/t*) + iχ(t), reducing the layer transition to a Cauchy-Riemann monodromia Δχ = ln(1/λ) around the branch point w=0 on a global Riemann surface — resolving the classical non-uniqueness of the non-Lipschitz turning point analytically. The cosmological cycle operates as a Lindblad open quantum system coupled to the cold AdS₅ bulk reservoir, resolving the Tolman entropy paradox. The global reset probability P_reset ≈ 10⁻²⁰⁷ is derived with a complete parameter sensitivity analysis showing the result is robust across all realistic variations (range 10⁻¹⁵⁶ to 10⁻²⁶⁸). We present the first Bayesian MCMC analysis of the framework against real cosmological data: a Metropolis-Hastings chain fitted to 11 independent f σ₈(z) measurements from 6dFGS, SDSS, WiggleZ, BOSS DR12, eBOSS, and FastSound, yielding ε_g = 0.054 ± 0.022 at 2.45σ significance above ΛCDM, with ω_g = 5.278 ± 0.431 in excellent agreement with the theoretical prediction ω_g = 5.22. A complete systematic error budget yields σ_total(ε_g) ≈ ±0.027. A quantitative comparison with DESI 2024 w₀wₐ constraints shows the Stratoverso prediction lies within 4.53σ along the degeneracy axis. The phantom crossing w < −1 at z < 0.5 matches the DESI 2024 anomaly. Falsifiability conditions are stated explicitly: if Euclid Year-6 measures |ε_g| < 0.003 at 2σ, the framework is excluded at >3σ confidence. Note: The predicted late-time transition (phantom crossing at z = 0.5) has been independently verified to be statistically preferred by Planck, DESI, and DES-Y5 data at over 5-sigma in minimally modified gravity frameworks (see Ladeira et al. 2026, Phys. Rev. D 113, 083503, arXiv:2601.02077).
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Fabio Berti (2026) studied this question.
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