This research proposes that information arises in vacuum folding dynamics through the coupling of geometric capacity and vacuum fluctuations, suggesting new insights into spacetime characteristics.
Vacuum Folding Dynamics (VFD) derives the gravitational constant G, the cosmological constant Λ, the folding temperature T, and spacetime dimensionality D from a single scalar field σ_f(x), the vacuum folding density. However, the origin of σ_f itself has remained an open question: the preceding papers presuppose its existence without deriving it from more primitive ingredients. We propose that σ_f is a reaction product of two pre-existing and independently motivated quantities: geometric capacity C_geo, the maximum information that a region of spacetime can hold (set by the Bekenstein–Hawking entropy bound), and vacuum fluctuation density F_vac, the irreducible quantum noise of the vacuum (verified experimentally through the Casimir effect and the Lamb shift). Neither alone creates information content: capacity without fluctuation is an empty lattice; fluctuation without capacity is structureless noise. Their coupling σ_f = C_geo · F_vac produces the information density that drives the entire VFD cascade. This resolves the bootstrap problem of the self-encoding loop identified in the companion paper, and extends the coupling chain to F_vac × C_geo → σ_f → {G, Λ, T, D}. We discuss falsifiable predictions arising from the fluctuation–capacity decomposition and draw a structural analogy to reactive file architectures, where information arises only through the interaction of mutable signals with a structured substrate.
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Daniel Leonforte (2026) studied this question.
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