This paper presents the Honeyverse framework, a discrete relational-geometric model in which the cosmological constant emerges as a global invariant of a self-similar tetrahedral–octahedral lattice. By distinguishing between rigid local geometry and flexible global organization, the model reframes dark energy and Λ as large-scale geometric effects rather than local vacuum energy densities. The approach offers a novel perspective on the cosmological constant problem grounded in combinatorial geometry, coarse-graining, and emergent curvature. v1
R. D. Howard (Thu,) studied this question.
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