What question did this study set out to answer?

This research aims to explore how the cosmological constant can emerge from a geometric model based on discrete relationships.

February 2, 2026Open Access

Honeyverse Geometry and the Emergent Origin of the Cosmological Constant

Key Points

This research aims to explore how the cosmological constant can emerge from a geometric model based on discrete relationships.
Introduced the Honeyverse framework as a discrete relational-geometric model.
Distinguished between rigid local geometry and flexible global organization.
Analyzed the properties of a tetrahedral–octahedral lattice to understand large-scale geometric effects.
Reframed the cosmological constant as a global invariant rather than a local energy density.
Highlighted the emergence of curvature from combinatorial and geometric principles.
Provided new insights into the cosmological constant problem.

Abstract

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

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