The Cosmological Constant as a Combinatorial Emergent Scale in the Honeyverse Model

This paper presents a combinatorial derivation of the cosmological constant within the Honeyverse model, a discrete geometric framework based on a primal tetrahedral–octahedral lattice and its ghost dual complex. The ghost complex expands by a forced doubling rule, producing an emergent scale of 10^61 after 204 layers. Interpreting this scale as an effective curvature radius yields a dimensionless cosmological constant of 10^-122, consistent with observations. The paper argues that Λ may arise from dual‑geometric structure rather than vacuum energy, offering a novel perspective on the cosmological constant problem. v1