What question did this study set out to answer?

The aim is to propose a framework that reconciles infinite singularities with finite structures using discrete geometry.

March 10, 2026Open Access

π = 1 The Natural Discrete Structure of the Universe ?

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This preprint introduces a novel framework that resolves singularities in the universe, suggesting new implications for physics.

The aim is to propose a framework that reconciles infinite singularities with finite structures using discrete geometry.
Introduced a discretization functor for geometric objects.
Grounded in category theory and discrete differential geometry.
Validated through geometric packings and cosmic topology analysis.
Discrete grids achieve ±1.3% accuracy compared to continuous models.
Poincaré dodecahedral space offers insights into CMB anomalies.
Demonstrated emergence of Regge calculus from simplicial networks.

Florian Gisbert (2026) studied this question.

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