Geometric Resolution of the ⁷Li Cosmological Problem: A 3.998D Fractional Manifold Perspective

We present a novel geometric resolution to the Lithium-7 (⁷Li) cosmological mass problem using a discrete 4-simplex lattice with a spectral dimension of 3.998. The framework relies exclusively on a rigid set of boundary conditions intrinsic to the model, including a combinatorial invariants of the 4-simplex primitive unit cell, four open degrees of freedom per simplex, a base vacuum anchor equal to the electron rest mass energy MeV, and hyperspherical normalisation, with no free thermodynamic parameters, baryonic density term nor references to fluid-dynamical nucleosynthesis. The local field saturation is governed by a master action density derived from the lattice geometry. The production efficiency of stable ⁷Li topological nodes and its structural abundance ratio are obtained from topological entropy, volumetric projection, and lattice friction. The predicted lithium-to-hydrogen ratio is determined to be ~1.3671715 x 10^-10 , in excellent agreement with observations. An accompanying polytopic-tiling analysis demonstrates that the full light-element hierarchy (Protium, Deuterium, Helium-3, and Helium-4) can emerge as a geometric inevitability of exposed-surface ratios and topological stability. Helium-4 appears as the lowest-friction closed tetrahedral configuration, naturally accounting for its ~25% mass fraction without acoustic tuning. We argue that the apparent Lithium Problem may be a mathematical artefact of imposing a continuous fluid approximation on a space that is structurally saturated by discrete 4-simplex spatial geometry. This work offers a radically more efficient description of nucleosynthesis, free from ΛCDM baggage.