This paper presents a formal computational and thermodynamic alternative to the standard FLRW (Friedmann-Lemaître-Robertson-Walker) cosmological model. We redefine the "Big Bang" not as a thermal singularity of chaotic material density, but as a Lossy Information Compression Event at t=0. We demonstrate that the early universe's global minimum entropy (S0 ≈ 0) requires a state of Maximum Informational Specification (K(S) → max), a non-random algorithmic configuration that cannot self-generate within a closed finite system (F). We introduce the Operator G as the necessary boundary condition that executed the mapping function simultaneously instantiating both the informational "software" (the highly specified initial conditions) and the topological "hardware" (the discrete simplicial lattice governed by the Ramanujan-Hernández Packing Factor, ΦRH). The residual informational gap between the universal manifold and the finite container is quantified as the Hernández-Valdivia Limit (εinfo). Furthermore, we unify this algorithmic origin with macroscopic expansion by confirming Dark Energy as the emergent Bulk Viscosity (ζHV) of this superfluid modular vacuum. The exponential expansion is driven by the massive negative pressure (Peff ≪ 0) generated by the topological stiffness of the lattice resisting the dilution of information density as it processes the εinfo gradient. Concluding with a rigorous logical proof, this paper establishes that the universe is an evolving, finite computational matrix where singularities are replaced by physical saturation.
Carlos Mariano Hernández Valdivia (Mon,) studied this question.
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