
This white paper presents a unified cosmology within the Universal Model Framework (UMF) by combining four renormalization-group modules: RG-18 (vacuum entropy closure), RG-29 (dynamic Λ evolution), RG-33 (holographic consistency), and RG-40 (cosmological extension). RG-18 delivers a natural, multi-mechanism suppression of the cosmological constant by 112.9 orders (93% of the 122-order target) via a seven-stage prime-fractal cascade augmented by holographic entropy feedback, reframing the “fine-tuning” problem as a multi-scale dynamics outcome. RG-29 implements time-dependent entropy-coupled flow for Λ(z), predicting mild phantom-like evolution for w(z) and log-periodic signatures from the prime lattice, consistent in spirit with DESI’s evolving dark energy hint while inviting quantitative refinement. RG-33 resolves an anomalous-dimension inconsistency by enforcing holographic unitarity and the area law, selecting η = 1.0 ± 0.1 as the unified value compatible with AdS/CFT constraints and square-root entropy scaling. RG-40 embeds G_eff(z) and an information-theoretic Λ_UMF into a Friedmann equation that reproduces Planck ΛCDM H(z) to within 0.01% for z ≤ 1, meeting a 2% acceptance threshold by a factor of ~300. The framework yields falsifiable predictions for Euclid, DESI, Roman, and CMB-S4, including scale-dependent gravity at the 10⁻⁴ level, log-periodic Λ(z) modulations, and information-theoretic constraints on w(z) and cosmic entropy saturation This project was developed by Marco Gericke, with structured assistance from a large language model. All scientific concepts and conclusions were generated, verified, and interpreted by the author. Dedicated to Peter Plichta, who envisioned the code before it could be computed.
Vacuum, Cosmological Constant Problem, Mathematical physics, Chaos Theory, Number Theory, Fractal Dynamics, Holographic Principle, Fine-Tuning Problem, Theoretical physics, Dark Energy
Vacuum, Cosmological Constant Problem, Mathematical physics, Chaos Theory, Number Theory, Fractal Dynamics, Holographic Principle, Fine-Tuning Problem, Theoretical physics, Dark Energy
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